slide 1 of 4
Eng
Indonesia
Result Search
# Debug Box
0 of 0/var/www/html/opac/plugins/typesense-searchengine/src/TypesenseSearchEngine.php:30 "Search Engine Debug 🔎 🪲"
0 of 0Engine Type ⚙️: "IdoAlit\SearchEngine\TypesenseSearchEngine"
0 of 0Result 🔎: array:8 [▼ "facet_counts" => array:4 [▶ 0 => array:4 [▶ "counts" => array:1 [▶ 0 => array:3 [▶ "count" => 2 "highlighted" => "2020" "value" => "2020" ] ] "field_name" => "publish_year" "sampled" => false "stats" => array:5 [▶ "avg" => 2020.0 "max" => 2020.0 "min" => 2020.0 "sum" => 4040.0 "total_values" => 1 ] ] 1 => array:4 [▶ "counts" => array:2 [▶ 0 => array:3 [▶ "count" => 2 "highlighted" => "Humans" "value" => "Humans" ] 1 => array:3 [▶ "count" => 2 "highlighted" => "Models, Biological" "value" => "Models, Biological" ] ] "field_name" => "topics" "sampled" => false "stats" => array:1 [▶ "total_values" => 2 ] ] 2 => array:4 [▶ "counts" => array:2 [▶ 0 => array:3 [▶ "count" => 2 "highlighted" => "Rubinstein, Ariel" "value" => "Rubinstein, Ariel" ] 1 => array:3 [▶ "count" => 2 "highlighted" => "Osborne, Martin J." "value" => "Osborne, Martin J." ] ] "field_name" => "authors" "sampled" => false "stats" => array:1 [▶ "total_values" => 2 ] ] 3 => array:4 [▶ "counts" => array:1 [▶ 0 => array:3 [▶ "count" => 2 "highlighted" => "" "value" => "" ] ] "field_name" => "items.location_id" "sampled" => false "stats" => array:1 [▶ "total_values" => 1 ] ] ] "found" => 2 "hits" => array:2 [▶ 0 => array:5 [▶ "document" => array:15 [▶ "authors" => array:2 [▶ 0 => "Rubinstein, Ariel" 1 => "Osborne, Martin J" ] "biblio_id" => "32664" "embedding" => array:768 [▶ 0 => 0.65953058004379 1 => 1.017272233963 2 => -3.7627255916595 3 => -0.1571743786335 4 => 0.17579397559166 5 => 0.60948699712753 6 => -0.39745333790779 7 => -1.3331869840622 8 => -0.016570772975683 9 => 0.96958100795746 10 => -0.99556785821915 11 => 0.10314830392599 12 => 1.985976934433 13 => -0.20722489058971 14 => -0.22147101163864 15 => 0.014593217521906 16 => -1.2553824186325 17 => 0.57078629732132 18 => -0.68294125795364 19 => 0.94169956445694 20 => -0.61860984563828 21 => -0.3599579334259 22 => -0.16432861983776 23 => -0.38977867364883 24 => 1.5847733020782 25 => 0.90637212991714 26 => 0.49058973789215 27 => 0.43117406964302 28 => 0.79270303249359 29 => -0.48442846536636 30 => -0.016689196228981 31 => -1.1208220720291 32 => 0.047217946499586 33 => -1.2918887138367 34 => -1.5673860311508 35 => -0.90567761659622 36 => 2.1242127418518 37 => 1.7566840648651 38 => 0.23171988129616 39 => 0.22029104828835 40 => 0.31608420610428 41 => 0.41827392578125 42 => -0.34423050284386 43 => -0.92293661832809 44 => 0.85988610982895 45 => 0.60564786195755 46 => 0.83931303024292 47 => 0.13954722881317 48 => 0.71971189975739 49 => -0.5453394651413 50 => 1.3931272029877 51 => 0.35915419459343 52 => 0.99449771642685 53 => 0.3531731069088 54 => 0.51701599359512 55 => 0.97635489702225 56 => 0.030498459935188 57 => 0.14006546139717 58 => 0.58653247356415 59 => -0.14762909710407 60 => 1.0848644971848 61 => 1.876103758812 62 => -1.3430418968201 63 => 1.2096027135849 64 => 1.4278836250305 65 => 0.059235990047455 66 => -0.36114424467087 67 => 0.15373551845551 68 => 0.62289547920227 69 => -1.0544657707214 70 => 0.43013054132462 71 => -0.39336812496185 72 => 0.34149023890495 73 => -0.81930309534073 74 => -0.2082940787077 75 => -0.11946350336075 76 => -1.3541524410248 77 => -0.81954991817474 78 => 0.44563871622086 79 => -1.0113689899445 80 => -0.08175004273653 81 => 0.57418370246887 82 => 1.0830889940262 83 => 0.30350488424301 84 => 1.1079792976379 85 => -0.80015420913696 86 => -0.019182393327355 87 => -0.60394263267517 88 => -0.60504966974258 89 => 0.65228861570358 90 => 0.51869833469391 91 => 0.73480015993118 92 => 0.18269610404968 93 => 0.87782955169678 94 => -1.4136953353882 95 => -0.091351456940174 96 => -1.6800196170807 97 => -0.25264239311218 98 => -0.80882370471954 99 => -0.44208964705467 100 => -0.3051832318306 101 => -0.37267699837685 102 => 0.8703795671463 103 => -0.309535831213 104 => 0.61011058092117 105 => 0.55206233263016 106 => 0.10628154873848 107 => 0.21531601250172 108 => 0.6079381108284 109 => 0.61828303337097 110 => -0.73284488916397 111 => 0.39421594142914 112 => -0.79544699192047 113 => -0.35022133588791 114 => -0.1639666557312 115 => -0.90963661670685 116 => 0.039114356040955 117 => -1.1345191001892 118 => -0.092411369085312 119 => 0.53133499622345 120 => -0.9216114282608 121 => -0.057450212538242 122 => 0.69608128070831 123 => 0.3883501291275 124 => -0.38982146978378 125 => 1.1868056058884 126 => -0.8904590010643 127 => 1.2784577608109 128 => -0.079055488109589 129 => 0.23239541053772 130 => 1.6580512523651 131 => -0.31280255317688 132 => -0.69572305679321 133 => -0.75251823663712 134 => 0.37667840719223 135 => 1.2384244203568 136 => -1.6988404989243 137 => -0.24196381866932 138 => 0.77102303504944 139 => 0.59458315372467 140 => 0.14282369613647 141 => 0.079211331903934 142 => 0.22259810566902 143 => -0.1815819889307 144 => -1.1790388822556 145 => -0.29291287064552 146 => 1.596168756485 147 => -0.41781586408615 148 => -0.54947859048843 149 => 0.33929190039635 150 => -0.031461648643017 151 => 1.728555560112 152 => -0.60715794563293 153 => 1.2518150806427 154 => -0.21296383440495 155 => 0.099223464727402 156 => -0.1874141395092 157 => -0.71100896596909 158 => 0.076034113764763 159 => -0.91722989082336 160 => -0.05947769805789 161 => -1.0926076173782 162 => 1.4689379930496 163 => 0.57411873340607 164 => -1.3388103246689 165 => -1.231894493103 166 => 1.2571293115616 167 => 0.90426790714264 168 => 0.99096530675888 169 => 0.76848262548447 170 => -0.69367319345474 171 => -1.2934366464615 172 => -0.10514169931412 173 => 0.4003164768219 174 => 0.89091163873672 175 => -0.20140840113163 176 => -0.2182949334383 177 => -0.21670712530613 178 => 0.6975132226944 179 => -0.71832633018494 180 => 0.24035009741783 181 => -1.0940444469452 182 => 1.5824538469315 183 => 0.67241477966309 184 => -0.12159489095211 185 => -1.7075476646423 186 => 0.53972941637039 187 => 0.384441614151 188 => -0.5053773522377 189 => -1.5872116088867 190 => -0.13146290183067 191 => 1.0161995887756 192 => -1.0480303764343 193 => -1.4869818687439 194 => 0.079707890748978 195 => -0.63487774133682 196 => 1.3056367635727 197 => -0.49335333704948 198 => 0.88397026062012 199 => -0.32372730970383 200 => 0.29619893431664 201 => 0.11305744946003 202 => -0.064809717237949 203 => -0.22869159281254 204 => -0.65182375907898 205 => 1.3413407802582 206 => -0.88964068889618 207 => -0.16042424738407 208 => -0.84377998113632 209 => 0.81976479291916 210 => 0.42878350615501 211 => -1.2265524864197 212 => 0.49893614649773 213 => 0.4775887131691 214 => 0.20531931519508 215 => -0.77434062957764 216 => 0.24547608196735 217 => -0.0047426973469555 218 => 0.79640436172485 219 => 0.39166182279587 220 => 0.03843280300498 221 => -1.0256863832474 222 => 0.67445945739746 223 => 0.89895647764206 224 => 1.6223717927933 225 => -0.40702232718468 226 => -0.22993038594723 227 => 0.17501412332058 228 => -0.92953938245773 229 => 0.42579135298729 230 => -0.28356432914734 231 => -0.58759200572968 232 => 0.45389753580093 233 => 0.17304365336895 234 => 0.26745438575745 235 => 0.78935754299164 236 => 0.65165907144547 237 => 0.2539878487587 238 => 0.087758660316467 239 => 0.60405272245407 240 => 0.61331307888031 241 => 0.7878023982048 242 => 0.12104414403439 243 => -0.19638335704803 244 => -1.000749707222 245 => 0.20813030004501 246 => 0.60095298290253 247 => 0.0055203796364367 248 => 0.56649440526962 249 => 0.73654496669769 250 => -0.18143256008625 251 => 1.0064076185226 252 => -0.19813919067383 253 => 0.19281929731369 254 => 0.72482627630234 255 => -1.8020457029343 256 => -1.1613329648972 257 => 1.0881935358047 258 => 0.54885232448578 259 => -0.61414879560471 260 => 0.73142939805984 261 => 0.53786069154739 262 => 0.10372854024172 263 => -0.28605443239212 264 => -0.40412968397141 265 => -0.57093065977097 266 => -0.68932771682739 267 => -0.51009839773178 268 => -0.57981687784195 269 => 0.43034583330154 270 => -0.12906946241856 271 => 0.2396809309721 272 => -0.45860186219215 273 => 0.8771413564682 274 => 0.80478298664093 275 => -1.0387513637543 276 => 0.21559229493141 277 => -0.71313261985779 278 => -1.0380570888519 279 => -0.73331713676453 280 => -1.0405246019363 281 => -1.1211918592453 282 => -0.9949277639389 283 => -1.4070949554443 284 => 0.69996052980423 285 => 0.031062290072441 286 => 0.38823601603508 287 => -0.32571864128113 288 => 1.2498821020126 289 => 0.51225966215134 290 => -0.59557098150253 291 => 1.1670150756836 292 => 0.57737362384796 293 => 1.4394968748093 294 => -0.77587640285492 295 => 0.51633954048157 296 => 1.0192595720291 297 => -0.52902227640152 298 => -0.66841953992844 299 => 0.019606489688158 300 => -0.16856737434864 301 => -0.30305114388466 302 => 1.0616080760956 303 => 0.85951167345047 304 => -0.22718700766563 305 => 0.072862774133682 306 => 0.039980571717024 307 => -0.8301756978035 308 => 0.50548011064529 309 => -0.2593474984169 310 => -1.3629138469696 311 => 1.0781362056732 312 => -0.77054846286774 313 => 0.013695837929845 314 => -1.9844198226929 315 => 1.0950999259949 316 => 0.0040121329948306 317 => 0.32040503621101 318 => 2.8160662651062 319 => -0.47343391180038 320 => 0.47504270076752 321 => -0.64041084051132 322 => -0.034800887107849 323 => -1.2445381879807 324 => -0.88582074642181 325 => 0.48767820000648 326 => -0.96628367900848 327 => -0.36541178822517 328 => -1.5607063770294 329 => -0.061172880232334 330 => 0.23717506229877 331 => -0.3700031042099 332 => 1.4921298027039 333 => -0.56120657920837 334 => -0.92352718114853 335 => 0.022376667708158 336 => -0.47059309482574 337 => 0.3341549038887 338 => -0.1296112537384 339 => 1.9062106609344 340 => 0.1317021548748 341 => 0.053984396159649 342 => 0.7605898976326 343 => -1.22001516819 344 => -1.3994679450989 345 => -0.53723788261414 346 => -1.1798371076584 347 => -0.12637260556221 348 => 1.1313261985779 349 => -0.13846834003925 350 => -1.0113130807877 351 => -0.20430138707161 352 => 0.094222664833069 353 => 0.54429596662521 354 => -0.10873372107744 355 => 0.23889987170696 356 => 0.80271351337433 357 => 0.45936307311058 358 => 1.3411945104599 359 => 0.35411363840103 360 => 0.42850887775421 361 => -1.1276714801788 362 => -0.026442559435964 363 => -0.0040081185288727 364 => 0.19423016905785 365 => 0.71344518661499 366 => 0.8264816403389 367 => 0.33349487185478 368 => 1.4744864702225 369 => -0.38429024815559 370 => -0.51564198732376 371 => 1.2950301170349 372 => -0.24484944343567 373 => 1.6721421480179 374 => -0.55492579936981 375 => -0.42919605970383 376 => -0.51701015233994 377 => -0.24802768230438 378 => -0.9018143415451 379 => 0.25174361467361 380 => 0.88695257902145 381 => 0.015404771082103 382 => -0.54634666442871 383 => 0.59107971191406 384 => 0.4572682082653 385 => -0.1164548844099 386 => -0.16035604476929 387 => -0.25588881969452 388 => -0.66844338178635 389 => 0.10767307132483 390 => 0.34570351243019 391 => -0.053617116063833 392 => -1.0130088329315 393 => 0.55919271707535 394 => 1.0559411048889 395 => -0.29040491580963 396 => 1.0159296989441 397 => -0.55399197340012 398 => 1.6795353889465 399 => 0.16398620605469 400 => 0.27799877524376 401 => -1.2387617826462 402 => -0.3470450937748 403 => -0.83610558509827 404 => 0.11341715604067 405 => 1.1999822854996 406 => -0.72633737325668 407 => -0.93492156267166 408 => 0.11830299347639 409 => -0.61604744195938 410 => 0.62702196836472 411 => -0.35906770825386 412 => 0.18186351656914 413 => -1.0272603034973 414 => -0.26339727640152 415 => 0.25121369957924 416 => 0.59414052963257 417 => -0.36322754621506 418 => -0.0014427083078772 419 => 1.0501602888107 420 => 0.65970742702484 421 => 0.86354792118073 422 => -1.1006727218628 423 => -1.3878358602524 424 => -0.67541027069092 425 => 1.2814546823502 426 => 0.46433162689209 427 => 1.6472421884537 428 => -0.27816036343575 429 => -2.6357407569885 430 => 0.15664352476597 431 => 1.5623681545258 432 => -0.20962174236774 433 => 0.43233680725098 434 => -0.67352604866028 435 => -0.16096743941307 436 => -1.3239936828613 437 => -0.067974306643009 438 => -1.0585625171661 439 => 0.60639894008636 440 => 0.14072781801224 441 => -0.62627708911896 442 => -0.55010306835175 443 => -0.81797760725021 444 => 0.44398564100266 445 => 1.516451716423 446 => 0.47634840011597 447 => -0.98371946811676 448 => -0.49797260761261 449 => -0.28146886825562 450 => 0.13988851010799 451 => 0.45005002617836 452 => 0.46055421233177 453 => 0.1807187050581 454 => 1.6311858892441 455 => -0.95429104566574 456 => -0.14707228541374 457 => 0.57614278793335 458 => 0.5722958445549 459 => 0.071584098041058 460 => 0.10559294372797 461 => 1.0526282787323 462 => -0.78359985351562 463 => 0.2471856623888 464 => 0.28902113437653 465 => -1.4188408851624 466 => -0.38896802067757 467 => 0.11322166770697 468 => 0.35595679283142 469 => 0.71552532911301 470 => -0.43512919545174 471 => 0.22731924057007 472 => 0.8891099691391 473 => -0.4221433699131 474 => -0.4220315515995 475 => 0.20440521836281 476 => -0.67994487285614 477 => -0.36756214499474 478 => 1.2806708812714 479 => 1.0478314161301 480 => -0.2200540304184 481 => -1.0645959377289 482 => -1.1725533008575 483 => -0.39445444941521 484 => 0.66874277591705 485 => 0.47263538837433 486 => 0.80546009540558 487 => -0.57424747943878 488 => -0.21531683206558 489 => -0.66738444566727 490 => 0.75322645902634 491 => 0.94521206617355 492 => 0.6564981341362 493 => 0.011406058445573 494 => -1.1547892093658 495 => 0.71517014503479 496 => -0.37149825692177 497 => 0.020571306347847 498 => 1.31656229496 499 => -0.86365300416946 500 => 0.20359787344933 501 => -0.1031506061554 502 => -0.22388246655464 503 => -0.1913376301527 504 => 0.44361326098442 505 => -0.54462105035782 506 => 0.86894124746323 507 => -1.5393570661545 508 => -0.5727823972702 509 => 1.497202038765 510 => -0.55182856321335 511 => 0.70843589305878 512 => 1.3823478221893 513 => 0.67734241485596 514 => 0.51387065649033 515 => -1.8982297182083 516 => -0.87294381856918 517 => 0.66274172067642 518 => -0.89580351114273 519 => 0.01383425667882 520 => 0.74119275808334 521 => -0.8451589345932 522 => -0.26556724309921 523 => -0.039672788232565 524 => 0.25089246034622 525 => 0.71174883842468 526 => 0.52264934778214 527 => -0.48040193319321 528 => 1.087855219841 529 => -0.36004668474197 530 => -0.2717998623848 531 => -0.037467796355486 532 => -0.73311495780945 533 => 0.71282160282135 534 => 0.30709451436996 535 => 0.41657438874245 536 => -0.46142366528511 537 => 1.2482633590698 538 => 0.61622911691666 539 => 0.62112706899643 540 => -0.36683601140976 541 => -0.12082010507584 542 => 0.47077775001526 543 => -0.70751875638962 544 => 0.92615813016891 545 => 0.055960543453693 546 => -0.92968326807022 547 => 0.83799308538437 548 => 0.28143179416656 549 => -0.89124804735184 550 => 0.088510908186436 551 => -0.35925802588463 552 => -0.5224946141243 553 => -0.41473999619484 554 => -0.2841677069664 555 => -0.69216620922089 556 => -0.36153134703636 557 => 0.22533875703812 558 => -0.69440484046936 559 => 0.38759145140648 560 => 0.8916962146759 561 => 0.97035050392151 562 => 1.3601642847061 563 => 0.14184114336967 564 => -0.53106641769409 565 => -0.90239733457565 566 => 0.19987393915653 567 => -0.2875129878521 568 => 0.74614506959915 569 => 0.022254189476371 570 => -0.074722170829773 571 => -0.55297827720642 572 => 0.319206148386 573 => 0.88569301366806 574 => -0.87912291288376 575 => 0.45966431498528 576 => -0.11777417361736 577 => -0.78165459632874 578 => -1.7996220588684 579 => -0.217225253582 580 => 0.83478271961212 581 => -0.19060435891151 582 => -1.5029077529907 583 => 0.93674409389496 584 => -0.90263283252716 585 => 0.47455868124962 586 => -0.37065321207047 587 => -1.3236417770386 588 => 0.2347037345171 589 => 0.01020934805274 590 => -0.18419279158115 591 => 0.93680799007416 592 => -0.51736664772034 593 => 0.34692123532295 594 => -0.0090744523331523 595 => -0.078507401049137 596 => -0.22435972094536 597 => -0.21456182003021 598 => -0.44412669539452 599 => -1.0966167449951 600 => -0.36029240489006 601 => 0.18054783344269 602 => 0.82959824800491 603 => -2.1094253063202 604 => 0.54801690578461 605 => 0.73974549770355 606 => -0.88029158115387 607 => 1.7057996988297 608 => 0.16765381395817 609 => 0.30267038941383 610 => -0.68230277299881 611 => 0.085492745041847 612 => 0.55871474742889 613 => -0.45342189073563 614 => 1.6990702152252 615 => -0.036274004727602 616 => 0.28917527198792 617 => 0.38098993897438 618 => -1.0989829301834 619 => -0.68438571691513 620 => -0.67641317844391 621 => -1.2195986509323 622 => 0.27001929283142 623 => -1.7128890752792 624 => 1.3358569145203 625 => -0.34976330399513 626 => -1.1755819320679 627 => -1.4130543470383 628 => 1.1333785057068 629 => 1.2995561361313 630 => -0.82462012767792 631 => -0.099181599915028 632 => -0.19840015470982 633 => -1.3224546909332 634 => -0.85819685459137 635 => 0.28238207101822 636 => -1.2120845317841 637 => 0.86056303977966 638 => 0.14268207550049 639 => 1.0467504262924 640 => -0.072483047842979 641 => 0.0078767538070679 642 => 0.55511677265167 643 => 0.25757959485054 644 => 0.65084266662598 645 => -0.78795117139816 646 => 1.2746303081512 647 => 1.0198916196823 648 => 0.49738022685051 649 => -0.35083794593811 650 => 1.555291891098 651 => 0.43078845739365 652 => 0.097258128225803 653 => -0.53056520223618 654 => -0.019763184711337 655 => -0.61423373222351 656 => 0.33744758367538 657 => 0.14993117749691 658 => 0.36008358001709 659 => -0.22313068807125 660 => -0.9354659318924 661 => 0.31214591860771 662 => -0.22693622112274 663 => -0.38062170147896 664 => 0.98552393913269 665 => 0.056376457214355 666 => -0.44103688001633 667 => -0.68358367681503 668 => -0.95760458707809 669 => 0.13118951022625 670 => 0.27585145831108 671 => -0.99303179979324 672 => -0.67323899269104 673 => 0.34915912151337 674 => -0.5252131819725 675 => 0.59762418270111 676 => -0.0053520975634456 677 => 1.1830140352249 678 => -0.26465329527855 679 => -0.1201361566782 680 => 1.1033451557159 681 => -0.064121343195438 682 => 0.80956488847733 683 => -0.54686146974564 684 => -0.55169969797134 685 => -0.92822176218033 686 => 1.2733221054077 687 => -0.58281475305557 688 => -0.6761029958725 689 => -0.40951469540596 690 => -0.23689359426498 691 => -1.5752507448196 692 => 0.41398790478706 693 => 0.5613831281662 694 => 0.27459171414375 695 => 1.1529684066772 696 => -0.90968960523605 697 => 0.71601736545563 698 => -0.20844462513924 699 => 1.5878434181213 700 => 0.39513364434242 701 => -0.11686655133963 702 => 0.25824841856956 703 => -0.088479675352573 704 => -1.2016118764877 705 => -1.1194865703583 706 => 0.10011248290539 707 => -0.58817178010941 708 => -0.88616341352463 709 => -0.02843620069325 710 => -0.77703791856766 711 => 1.1168224811554 712 => 0.77096164226532 713 => 1.0089350938797 714 => 1.7919070720673 715 => -0.075304456055164 716 => -1.7148659229279 717 => -1.5806879997253 718 => -0.037895563989878 719 => -0.33228451013565 720 => 0.89404201507568 721 => -0.01982250995934 722 => -0.20593683421612 723 => -0.8031165599823 724 => -0.084063611924648 725 => -1.4230533838272 726 => -0.85015249252319 727 => -1.0323441028595 728 => 0.30753204226494 729 => 0.63058263063431 730 => -0.57785391807556 731 => 0.23911575973034 732 => -0.74501311779022 733 => 0.46009132266045 734 => 0.29243862628937 735 => 1.4322642087936 736 => -0.49633210897446 737 => -0.42252179980278 738 => -1.1575795412064 739 => -1.0096964836121 740 => -1.2181973457336 741 => -0.49516722559929 742 => 1.0264582633972 743 => 1.023824095726 744 => -0.45281401276588 745 => 1.1044864654541 746 => -0.999984562397 747 => 0.011313578113914 748 => 0.45913517475128 749 => 1.0514417886734 750 => -0.23747296631336 751 => -0.60145401954651 752 => -0.61530339717865 753 => 0.78109431266785 754 => 0.40100038051605 755 => 0.34210708737373 756 => -1.2102611064911 757 => 0.83916836977005 758 => 1.5763729810715 759 => 0.29541370272636 760 => 0.043577156960964 761 => -0.64795869588852 762 => 1.5520602464676 763 => -0.001438598963432 764 => 0.26768523454666 765 => -1.0799535512924 766 => -0.70646589994431 767 => 0.025912245735526 ] "id" => "32664" "image" => "9781783748945.png.png" "input_date" => 1670484213 "isbn_issn" => "9781783748945" "items" => array:1 [▶ 0 => array:5 [▶ "call_number" => "338.5 OSB m" "coll_type_name" => "Ebook" "item_code" => "EB01290K" "item_status_id" => "0" "location_id" => "" ] ] "last_update" => 1670484213 "node" => "library" "publish_place" => "Cambridge, UK" "publish_year" => 2020 "publisher" => "Open Book Publishers" "title" => "Models in microeconomic theory" "topics" => array:2 [▶ 0 => "Humans" 1 => "Models, Biological" ] ] "highlight" => array:1 [▶ "authors" => array:2 [▶ 0 => array:2 [▶ "matched_tokens" => [] "snippet" => "Rubinstein, Ariel" ] 1 => array:2 [▶ "matched_tokens" => array:3 [▶ 0 => "Osborne" 1 => "Martin" 2 => "J" ] "snippet" => "<mark>Osborne</mark>, <mark>Martin</mark> <mark>J</mark>" ] ] ] "highlights" => array:1 [▶ 0 => array:4 [▶ "field" => "authors" "indices" => array:1 [▶ 0 => 1 ] "matched_tokens" => array:1 [▶ 0 => array:3 [▶ 0 => "Osborne" 1 => "Martin" 2 => "J" ] ] "snippets" => array:1 [▶ 0 => "<mark>Osborne</mark>, <mark>Martin</mark> <mark>J</mark>" ] ] ] "text_match" => 100013 "text_match_info" => array:5 [▶ "best_field_score" => "48" "best_field_weight" => 213 "fields_matched" => 5 "score" => "100013" "tokens_matched" => 0 ] ] 1 => array:5 [▶ "document" => array:15 [▶ "authors" => array:2 [▶ 0 => "Osborne, Martin J." 1 => "Rubinstein, Ariel" ] "biblio_id" => "31869" "embedding" => array:768 [▶ 0 => 0.65953058004379 1 => 1.017272233963 2 => -3.7627255916595 3 => -0.1571743786335 4 => 0.17579397559166 5 => 0.60948699712753 6 => -0.39745333790779 7 => -1.3331869840622 8 => -0.016570772975683 9 => 0.96958100795746 10 => -0.99556785821915 11 => 0.10314830392599 12 => 1.985976934433 13 => -0.20722489058971 14 => -0.22147101163864 15 => 0.014593217521906 16 => -1.2553824186325 17 => 0.57078629732132 18 => -0.68294125795364 19 => 0.94169956445694 20 => -0.61860984563828 21 => -0.3599579334259 22 => -0.16432861983776 23 => -0.38977867364883 24 => 1.5847733020782 25 => 0.90637212991714 26 => 0.49058973789215 27 => 0.43117406964302 28 => 0.79270303249359 29 => -0.48442846536636 30 => -0.016689196228981 31 => -1.1208220720291 32 => 0.047217946499586 33 => -1.2918887138367 34 => -1.5673860311508 35 => -0.90567761659622 36 => 2.1242127418518 37 => 1.7566840648651 38 => 0.23171988129616 39 => 0.22029104828835 40 => 0.31608420610428 41 => 0.41827392578125 42 => -0.34423050284386 43 => -0.92293661832809 44 => 0.85988610982895 45 => 0.60564786195755 46 => 0.83931303024292 47 => 0.13954722881317 48 => 0.71971189975739 49 => -0.5453394651413 50 => 1.3931272029877 51 => 0.35915419459343 52 => 0.99449771642685 53 => 0.3531731069088 54 => 0.51701599359512 55 => 0.97635489702225 56 => 0.030498459935188 57 => 0.14006546139717 58 => 0.58653247356415 59 => -0.14762909710407 60 => 1.0848644971848 61 => 1.876103758812 62 => -1.3430418968201 63 => 1.2096027135849 64 => 1.4278836250305 65 => 0.059235990047455 66 => -0.36114424467087 67 => 0.15373551845551 68 => 0.62289547920227 69 => -1.0544657707214 70 => 0.43013054132462 71 => -0.39336812496185 72 => 0.34149023890495 73 => -0.81930309534073 74 => -0.2082940787077 75 => -0.11946350336075 76 => -1.3541524410248 77 => -0.81954991817474 78 => 0.44563871622086 79 => -1.0113689899445 80 => -0.08175004273653 81 => 0.57418370246887 82 => 1.0830889940262 83 => 0.30350488424301 84 => 1.1079792976379 85 => -0.80015420913696 86 => -0.019182393327355 87 => -0.60394263267517 88 => -0.60504966974258 89 => 0.65228861570358 90 => 0.51869833469391 91 => 0.73480015993118 92 => 0.18269610404968 93 => 0.87782955169678 94 => -1.4136953353882 95 => -0.091351456940174 96 => -1.6800196170807 97 => -0.25264239311218 98 => -0.80882370471954 99 => -0.44208964705467 100 => -0.3051832318306 101 => -0.37267699837685 102 => 0.8703795671463 103 => -0.309535831213 104 => 0.61011058092117 105 => 0.55206233263016 106 => 0.10628154873848 107 => 0.21531601250172 108 => 0.6079381108284 109 => 0.61828303337097 110 => -0.73284488916397 111 => 0.39421594142914 112 => -0.79544699192047 113 => -0.35022133588791 114 => -0.1639666557312 115 => -0.90963661670685 116 => 0.039114356040955 117 => -1.1345191001892 118 => -0.092411369085312 119 => 0.53133499622345 120 => -0.9216114282608 121 => -0.057450212538242 122 => 0.69608128070831 123 => 0.3883501291275 124 => -0.38982146978378 125 => 1.1868056058884 126 => -0.8904590010643 127 => 1.2784577608109 128 => -0.079055488109589 129 => 0.23239541053772 130 => 1.6580512523651 131 => -0.31280255317688 132 => -0.69572305679321 133 => -0.75251823663712 134 => 0.37667840719223 135 => 1.2384244203568 136 => -1.6988404989243 137 => -0.24196381866932 138 => 0.77102303504944 139 => 0.59458315372467 140 => 0.14282369613647 141 => 0.079211331903934 142 => 0.22259810566902 143 => -0.1815819889307 144 => -1.1790388822556 145 => -0.29291287064552 146 => 1.596168756485 147 => -0.41781586408615 148 => -0.54947859048843 149 => 0.33929190039635 150 => -0.031461648643017 151 => 1.728555560112 152 => -0.60715794563293 153 => 1.2518150806427 154 => -0.21296383440495 155 => 0.099223464727402 156 => -0.1874141395092 157 => -0.71100896596909 158 => 0.076034113764763 159 => -0.91722989082336 160 => -0.05947769805789 161 => -1.0926076173782 162 => 1.4689379930496 163 => 0.57411873340607 164 => -1.3388103246689 165 => -1.231894493103 166 => 1.2571293115616 167 => 0.90426790714264 168 => 0.99096530675888 169 => 0.76848262548447 170 => -0.69367319345474 171 => -1.2934366464615 172 => -0.10514169931412 173 => 0.4003164768219 174 => 0.89091163873672 175 => -0.20140840113163 176 => -0.2182949334383 177 => -0.21670712530613 178 => 0.6975132226944 179 => -0.71832633018494 180 => 0.24035009741783 181 => -1.0940444469452 182 => 1.5824538469315 183 => 0.67241477966309 184 => -0.12159489095211 185 => -1.7075476646423 186 => 0.53972941637039 187 => 0.384441614151 188 => -0.5053773522377 189 => -1.5872116088867 190 => -0.13146290183067 191 => 1.0161995887756 192 => -1.0480303764343 193 => -1.4869818687439 194 => 0.079707890748978 195 => -0.63487774133682 196 => 1.3056367635727 197 => -0.49335333704948 198 => 0.88397026062012 199 => -0.32372730970383 200 => 0.29619893431664 201 => 0.11305744946003 202 => -0.064809717237949 203 => -0.22869159281254 204 => -0.65182375907898 205 => 1.3413407802582 206 => -0.88964068889618 207 => -0.16042424738407 208 => -0.84377998113632 209 => 0.81976479291916 210 => 0.42878350615501 211 => -1.2265524864197 212 => 0.49893614649773 213 => 0.4775887131691 214 => 0.20531931519508 215 => -0.77434062957764 216 => 0.24547608196735 217 => -0.0047426973469555 218 => 0.79640436172485 219 => 0.39166182279587 220 => 0.03843280300498 221 => -1.0256863832474 222 => 0.67445945739746 223 => 0.89895647764206 224 => 1.6223717927933 225 => -0.40702232718468 226 => -0.22993038594723 227 => 0.17501412332058 228 => -0.92953938245773 229 => 0.42579135298729 230 => -0.28356432914734 231 => -0.58759200572968 232 => 0.45389753580093 233 => 0.17304365336895 234 => 0.26745438575745 235 => 0.78935754299164 236 => 0.65165907144547 237 => 0.2539878487587 238 => 0.087758660316467 239 => 0.60405272245407 240 => 0.61331307888031 241 => 0.7878023982048 242 => 0.12104414403439 243 => -0.19638335704803 244 => -1.000749707222 245 => 0.20813030004501 246 => 0.60095298290253 247 => 0.0055203796364367 248 => 0.56649440526962 249 => 0.73654496669769 250 => -0.18143256008625 251 => 1.0064076185226 252 => -0.19813919067383 253 => 0.19281929731369 254 => 0.72482627630234 255 => -1.8020457029343 256 => -1.1613329648972 257 => 1.0881935358047 258 => 0.54885232448578 259 => -0.61414879560471 260 => 0.73142939805984 261 => 0.53786069154739 262 => 0.10372854024172 263 => -0.28605443239212 264 => -0.40412968397141 265 => -0.57093065977097 266 => -0.68932771682739 267 => -0.51009839773178 268 => -0.57981687784195 269 => 0.43034583330154 270 => -0.12906946241856 271 => 0.2396809309721 272 => -0.45860186219215 273 => 0.8771413564682 274 => 0.80478298664093 275 => -1.0387513637543 276 => 0.21559229493141 277 => -0.71313261985779 278 => -1.0380570888519 279 => -0.73331713676453 280 => -1.0405246019363 281 => -1.1211918592453 282 => -0.9949277639389 283 => -1.4070949554443 284 => 0.69996052980423 285 => 0.031062290072441 286 => 0.38823601603508 287 => -0.32571864128113 288 => 1.2498821020126 289 => 0.51225966215134 290 => -0.59557098150253 291 => 1.1670150756836 292 => 0.57737362384796 293 => 1.4394968748093 294 => -0.77587640285492 295 => 0.51633954048157 296 => 1.0192595720291 297 => -0.52902227640152 298 => -0.66841953992844 299 => 0.019606489688158 300 => -0.16856737434864 301 => -0.30305114388466 302 => 1.0616080760956 303 => 0.85951167345047 304 => -0.22718700766563 305 => 0.072862774133682 306 => 0.039980571717024 307 => -0.8301756978035 308 => 0.50548011064529 309 => -0.2593474984169 310 => -1.3629138469696 311 => 1.0781362056732 312 => -0.77054846286774 313 => 0.013695837929845 314 => -1.9844198226929 315 => 1.0950999259949 316 => 0.0040121329948306 317 => 0.32040503621101 318 => 2.8160662651062 319 => -0.47343391180038 320 => 0.47504270076752 321 => -0.64041084051132 322 => -0.034800887107849 323 => -1.2445381879807 324 => -0.88582074642181 325 => 0.48767820000648 326 => -0.96628367900848 327 => -0.36541178822517 328 => -1.5607063770294 329 => -0.061172880232334 330 => 0.23717506229877 331 => -0.3700031042099 332 => 1.4921298027039 333 => -0.56120657920837 334 => -0.92352718114853 335 => 0.022376667708158 336 => -0.47059309482574 337 => 0.3341549038887 338 => -0.1296112537384 339 => 1.9062106609344 340 => 0.1317021548748 341 => 0.053984396159649 342 => 0.7605898976326 343 => -1.22001516819 344 => -1.3994679450989 345 => -0.53723788261414 346 => -1.1798371076584 347 => -0.12637260556221 348 => 1.1313261985779 349 => -0.13846834003925 350 => -1.0113130807877 351 => -0.20430138707161 352 => 0.094222664833069 353 => 0.54429596662521 354 => -0.10873372107744 355 => 0.23889987170696 356 => 0.80271351337433 357 => 0.45936307311058 358 => 1.3411945104599 359 => 0.35411363840103 360 => 0.42850887775421 361 => -1.1276714801788 362 => -0.026442559435964 363 => -0.0040081185288727 364 => 0.19423016905785 365 => 0.71344518661499 366 => 0.8264816403389 367 => 0.33349487185478 368 => 1.4744864702225 369 => -0.38429024815559 370 => -0.51564198732376 371 => 1.2950301170349 372 => -0.24484944343567 373 => 1.6721421480179 374 => -0.55492579936981 375 => -0.42919605970383 376 => -0.51701015233994 377 => -0.24802768230438 378 => -0.9018143415451 379 => 0.25174361467361 380 => 0.88695257902145 381 => 0.015404771082103 382 => -0.54634666442871 383 => 0.59107971191406 384 => 0.4572682082653 385 => -0.1164548844099 386 => -0.16035604476929 387 => -0.25588881969452 388 => -0.66844338178635 389 => 0.10767307132483 390 => 0.34570351243019 391 => -0.053617116063833 392 => -1.0130088329315 393 => 0.55919271707535 394 => 1.0559411048889 395 => -0.29040491580963 396 => 1.0159296989441 397 => -0.55399197340012 398 => 1.6795353889465 399 => 0.16398620605469 400 => 0.27799877524376 401 => -1.2387617826462 402 => -0.3470450937748 403 => -0.83610558509827 404 => 0.11341715604067 405 => 1.1999822854996 406 => -0.72633737325668 407 => -0.93492156267166 408 => 0.11830299347639 409 => -0.61604744195938 410 => 0.62702196836472 411 => -0.35906770825386 412 => 0.18186351656914 413 => -1.0272603034973 414 => -0.26339727640152 415 => 0.25121369957924 416 => 0.59414052963257 417 => -0.36322754621506 418 => -0.0014427083078772 419 => 1.0501602888107 420 => 0.65970742702484 421 => 0.86354792118073 422 => -1.1006727218628 423 => -1.3878358602524 424 => -0.67541027069092 425 => 1.2814546823502 426 => 0.46433162689209 427 => 1.6472421884537 428 => -0.27816036343575 429 => -2.6357407569885 430 => 0.15664352476597 431 => 1.5623681545258 432 => -0.20962174236774 433 => 0.43233680725098 434 => -0.67352604866028 435 => -0.16096743941307 436 => -1.3239936828613 437 => -0.067974306643009 438 => -1.0585625171661 439 => 0.60639894008636 440 => 0.14072781801224 441 => -0.62627708911896 442 => -0.55010306835175 443 => -0.81797760725021 444 => 0.44398564100266 445 => 1.516451716423 446 => 0.47634840011597 447 => -0.98371946811676 448 => -0.49797260761261 449 => -0.28146886825562 450 => 0.13988851010799 451 => 0.45005002617836 452 => 0.46055421233177 453 => 0.1807187050581 454 => 1.6311858892441 455 => -0.95429104566574 456 => -0.14707228541374 457 => 0.57614278793335 458 => 0.5722958445549 459 => 0.071584098041058 460 => 0.10559294372797 461 => 1.0526282787323 462 => -0.78359985351562 463 => 0.2471856623888 464 => 0.28902113437653 465 => -1.4188408851624 466 => -0.38896802067757 467 => 0.11322166770697 468 => 0.35595679283142 469 => 0.71552532911301 470 => -0.43512919545174 471 => 0.22731924057007 472 => 0.8891099691391 473 => -0.4221433699131 474 => -0.4220315515995 475 => 0.20440521836281 476 => -0.67994487285614 477 => -0.36756214499474 478 => 1.2806708812714 479 => 1.0478314161301 480 => -0.2200540304184 481 => -1.0645959377289 482 => -1.1725533008575 483 => -0.39445444941521 484 => 0.66874277591705 485 => 0.47263538837433 486 => 0.80546009540558 487 => -0.57424747943878 488 => -0.21531683206558 489 => -0.66738444566727 490 => 0.75322645902634 491 => 0.94521206617355 492 => 0.6564981341362 493 => 0.011406058445573 494 => -1.1547892093658 495 => 0.71517014503479 496 => -0.37149825692177 497 => 0.020571306347847 498 => 1.31656229496 499 => -0.86365300416946 500 => 0.20359787344933 501 => -0.1031506061554 502 => -0.22388246655464 503 => -0.1913376301527 504 => 0.44361326098442 505 => -0.54462105035782 506 => 0.86894124746323 507 => -1.5393570661545 508 => -0.5727823972702 509 => 1.497202038765 510 => -0.55182856321335 511 => 0.70843589305878 512 => 1.3823478221893 513 => 0.67734241485596 514 => 0.51387065649033 515 => -1.8982297182083 516 => -0.87294381856918 517 => 0.66274172067642 518 => -0.89580351114273 519 => 0.01383425667882 520 => 0.74119275808334 521 => -0.8451589345932 522 => -0.26556724309921 523 => -0.039672788232565 524 => 0.25089246034622 525 => 0.71174883842468 526 => 0.52264934778214 527 => -0.48040193319321 528 => 1.087855219841 529 => -0.36004668474197 530 => -0.2717998623848 531 => -0.037467796355486 532 => -0.73311495780945 533 => 0.71282160282135 534 => 0.30709451436996 535 => 0.41657438874245 536 => -0.46142366528511 537 => 1.2482633590698 538 => 0.61622911691666 539 => 0.62112706899643 540 => -0.36683601140976 541 => -0.12082010507584 542 => 0.47077775001526 543 => -0.70751875638962 544 => 0.92615813016891 545 => 0.055960543453693 546 => -0.92968326807022 547 => 0.83799308538437 548 => 0.28143179416656 549 => -0.89124804735184 550 => 0.088510908186436 551 => -0.35925802588463 552 => -0.5224946141243 553 => -0.41473999619484 554 => -0.2841677069664 555 => -0.69216620922089 556 => -0.36153134703636 557 => 0.22533875703812 558 => -0.69440484046936 559 => 0.38759145140648 560 => 0.8916962146759 561 => 0.97035050392151 562 => 1.3601642847061 563 => 0.14184114336967 564 => -0.53106641769409 565 => -0.90239733457565 566 => 0.19987393915653 567 => -0.2875129878521 568 => 0.74614506959915 569 => 0.022254189476371 570 => -0.074722170829773 571 => -0.55297827720642 572 => 0.319206148386 573 => 0.88569301366806 574 => -0.87912291288376 575 => 0.45966431498528 576 => -0.11777417361736 577 => -0.78165459632874 578 => -1.7996220588684 579 => -0.217225253582 580 => 0.83478271961212 581 => -0.19060435891151 582 => -1.5029077529907 583 => 0.93674409389496 584 => -0.90263283252716 585 => 0.47455868124962 586 => -0.37065321207047 587 => -1.3236417770386 588 => 0.2347037345171 589 => 0.01020934805274 590 => -0.18419279158115 591 => 0.93680799007416 592 => -0.51736664772034 593 => 0.34692123532295 594 => -0.0090744523331523 595 => -0.078507401049137 596 => -0.22435972094536 597 => -0.21456182003021 598 => -0.44412669539452 599 => -1.0966167449951 600 => -0.36029240489006 601 => 0.18054783344269 602 => 0.82959824800491 603 => -2.1094253063202 604 => 0.54801690578461 605 => 0.73974549770355 606 => -0.88029158115387 607 => 1.7057996988297 608 => 0.16765381395817 609 => 0.30267038941383 610 => -0.68230277299881 611 => 0.085492745041847 612 => 0.55871474742889 613 => -0.45342189073563 614 => 1.6990702152252 615 => -0.036274004727602 616 => 0.28917527198792 617 => 0.38098993897438 618 => -1.0989829301834 619 => -0.68438571691513 620 => -0.67641317844391 621 => -1.2195986509323 622 => 0.27001929283142 623 => -1.7128890752792 624 => 1.3358569145203 625 => -0.34976330399513 626 => -1.1755819320679 627 => -1.4130543470383 628 => 1.1333785057068 629 => 1.2995561361313 630 => -0.82462012767792 631 => -0.099181599915028 632 => -0.19840015470982 633 => -1.3224546909332 634 => -0.85819685459137 635 => 0.28238207101822 636 => -1.2120845317841 637 => 0.86056303977966 638 => 0.14268207550049 639 => 1.0467504262924 640 => -0.072483047842979 641 => 0.0078767538070679 642 => 0.55511677265167 643 => 0.25757959485054 644 => 0.65084266662598 645 => -0.78795117139816 646 => 1.2746303081512 647 => 1.0198916196823 648 => 0.49738022685051 649 => -0.35083794593811 650 => 1.555291891098 651 => 0.43078845739365 652 => 0.097258128225803 653 => -0.53056520223618 654 => -0.019763184711337 655 => -0.61423373222351 656 => 0.33744758367538 657 => 0.14993117749691 658 => 0.36008358001709 659 => -0.22313068807125 660 => -0.9354659318924 661 => 0.31214591860771 662 => -0.22693622112274 663 => -0.38062170147896 664 => 0.98552393913269 665 => 0.056376457214355 666 => -0.44103688001633 667 => -0.68358367681503 668 => -0.95760458707809 669 => 0.13118951022625 670 => 0.27585145831108 671 => -0.99303179979324 672 => -0.67323899269104 673 => 0.34915912151337 674 => -0.5252131819725 675 => 0.59762418270111 676 => -0.0053520975634456 677 => 1.1830140352249 678 => -0.26465329527855 679 => -0.1201361566782 680 => 1.1033451557159 681 => -0.064121343195438 682 => 0.80956488847733 683 => -0.54686146974564 684 => -0.55169969797134 685 => -0.92822176218033 686 => 1.2733221054077 687 => -0.58281475305557 688 => -0.6761029958725 689 => -0.40951469540596 690 => -0.23689359426498 691 => -1.5752507448196 692 => 0.41398790478706 693 => 0.5613831281662 694 => 0.27459171414375 695 => 1.1529684066772 696 => -0.90968960523605 697 => 0.71601736545563 698 => -0.20844462513924 699 => 1.5878434181213 700 => 0.39513364434242 701 => -0.11686655133963 702 => 0.25824841856956 703 => -0.088479675352573 704 => -1.2016118764877 705 => -1.1194865703583 706 => 0.10011248290539 707 => -0.58817178010941 708 => -0.88616341352463 709 => -0.02843620069325 710 => -0.77703791856766 711 => 1.1168224811554 712 => 0.77096164226532 713 => 1.0089350938797 714 => 1.7919070720673 715 => -0.075304456055164 716 => -1.7148659229279 717 => -1.5806879997253 718 => -0.037895563989878 719 => -0.33228451013565 720 => 0.89404201507568 721 => -0.01982250995934 722 => -0.20593683421612 723 => -0.8031165599823 724 => -0.084063611924648 725 => -1.4230533838272 726 => -0.85015249252319 727 => -1.0323441028595 728 => 0.30753204226494 729 => 0.63058263063431 730 => -0.57785391807556 731 => 0.23911575973034 732 => -0.74501311779022 733 => 0.46009132266045 734 => 0.29243862628937 735 => 1.4322642087936 736 => -0.49633210897446 737 => -0.42252179980278 738 => -1.1575795412064 739 => -1.0096964836121 740 => -1.2181973457336 741 => -0.49516722559929 742 => 1.0264582633972 743 => 1.023824095726 744 => -0.45281401276588 745 => 1.1044864654541 746 => -0.999984562397 747 => 0.011313578113914 748 => 0.45913517475128 749 => 1.0514417886734 750 => -0.23747296631336 751 => -0.60145401954651 752 => -0.61530339717865 753 => 0.78109431266785 754 => 0.40100038051605 755 => 0.34210708737373 756 => -1.2102611064911 757 => 0.83916836977005 758 => 1.5763729810715 759 => 0.29541370272636 760 => 0.043577156960964 761 => -0.64795869588852 762 => 1.5520602464676 763 => -0.001438598963432 764 => 0.26768523454666 765 => -1.0799535512924 766 => -0.70646589994431 767 => 0.025912245735526 ] "id" => "31869" "image" => "9781783749225.jpg.jpg" "input_date" => 1670418383 "isbn_issn" => "9781783749225" "items" => array:1 [▶ 0 => array:5 [▶ "call_number" => "338.5 OSB m" "coll_type_name" => "Ebook" "item_code" => "EB00495K" "item_status_id" => "0" "location_id" => "" ] ] "last_update" => 1670418383 "node" => "library" "publish_place" => "Cambridge, UK" "publish_year" => 2020 "publisher" => "Open Book Publishers" "title" => "Models in microeconomic theory" "topics" => array:2 [▶ 0 => "Humans" 1 => "Models, Biological" ] ] "highlight" => array:1 [▶ "authors" => array:2 [▶ 0 => array:2 [▶ "matched_tokens" => array:3 [▶ 0 => "Osborne" 1 => "Martin" 2 => "J" ] "snippet" => "<mark>Osborne</mark>, <mark>Martin</mark> <mark>J</mark>." ] 1 => array:2 [▶ "matched_tokens" => [] "snippet" => "Rubinstein, Ariel" ] ] ] "highlights" => array:1 [▶ 0 => array:4 [▶ "field" => "authors" "indices" => array:1 [▶ 0 => 0 ] "matched_tokens" => array:1 [▶ 0 => array:3 [▶ 0 => "Osborne" 1 => "Martin" 2 => "J" ] ] "snippets" => array:1 [▶ 0 => "<mark>Osborne</mark>, <mark>Martin</mark> <mark>J</mark>." ] ] ] "text_match" => 100013 "text_match_info" => array:5 [▶ "best_field_score" => "48" "best_field_weight" => 213 "fields_matched" => 5 "score" => "100013" "tokens_matched" => 0 ] ] ] "out_of" => 26312 "page" => 1 "request_params" => array:3 [▶ "collection_name" => "library_biblios" "per_page" => 10 "q" => " \"Osborne, Martin J\"" ] "search_cutoff" => false "search_time_ms" => 5 ]
0 of 0Documents 📂: array:2 [▼ 0 => array:16 [▶ "authors" => array:2 [▶ 0 => "Rubinstein, Ariel" 1 => "Osborne, Martin J" ] "biblio_id" => "32664" "embedding" => array:768 [▶ 0 => 0.65953058004379 1 => 1.017272233963 2 => -3.7627255916595 3 => -0.1571743786335 4 => 0.17579397559166 5 => 0.60948699712753 6 => -0.39745333790779 7 => -1.3331869840622 8 => -0.016570772975683 9 => 0.96958100795746 10 => -0.99556785821915 11 => 0.10314830392599 12 => 1.985976934433 13 => -0.20722489058971 14 => -0.22147101163864 15 => 0.014593217521906 16 => -1.2553824186325 17 => 0.57078629732132 18 => -0.68294125795364 19 => 0.94169956445694 20 => -0.61860984563828 21 => -0.3599579334259 22 => -0.16432861983776 23 => -0.38977867364883 24 => 1.5847733020782 25 => 0.90637212991714 26 => 0.49058973789215 27 => 0.43117406964302 28 => 0.79270303249359 29 => -0.48442846536636 30 => -0.016689196228981 31 => -1.1208220720291 32 => 0.047217946499586 33 => -1.2918887138367 34 => -1.5673860311508 35 => -0.90567761659622 36 => 2.1242127418518 37 => 1.7566840648651 38 => 0.23171988129616 39 => 0.22029104828835 40 => 0.31608420610428 41 => 0.41827392578125 42 => -0.34423050284386 43 => -0.92293661832809 44 => 0.85988610982895 45 => 0.60564786195755 46 => 0.83931303024292 47 => 0.13954722881317 48 => 0.71971189975739 49 => -0.5453394651413 50 => 1.3931272029877 51 => 0.35915419459343 52 => 0.99449771642685 53 => 0.3531731069088 54 => 0.51701599359512 55 => 0.97635489702225 56 => 0.030498459935188 57 => 0.14006546139717 58 => 0.58653247356415 59 => -0.14762909710407 60 => 1.0848644971848 61 => 1.876103758812 62 => -1.3430418968201 63 => 1.2096027135849 64 => 1.4278836250305 65 => 0.059235990047455 66 => -0.36114424467087 67 => 0.15373551845551 68 => 0.62289547920227 69 => -1.0544657707214 70 => 0.43013054132462 71 => -0.39336812496185 72 => 0.34149023890495 73 => -0.81930309534073 74 => -0.2082940787077 75 => -0.11946350336075 76 => -1.3541524410248 77 => -0.81954991817474 78 => 0.44563871622086 79 => -1.0113689899445 80 => -0.08175004273653 81 => 0.57418370246887 82 => 1.0830889940262 83 => 0.30350488424301 84 => 1.1079792976379 85 => -0.80015420913696 86 => -0.019182393327355 87 => -0.60394263267517 88 => -0.60504966974258 89 => 0.65228861570358 90 => 0.51869833469391 91 => 0.73480015993118 92 => 0.18269610404968 93 => 0.87782955169678 94 => -1.4136953353882 95 => -0.091351456940174 96 => -1.6800196170807 97 => -0.25264239311218 98 => -0.80882370471954 99 => -0.44208964705467 100 => -0.3051832318306 101 => -0.37267699837685 102 => 0.8703795671463 103 => -0.309535831213 104 => 0.61011058092117 105 => 0.55206233263016 106 => 0.10628154873848 107 => 0.21531601250172 108 => 0.6079381108284 109 => 0.61828303337097 110 => -0.73284488916397 111 => 0.39421594142914 112 => -0.79544699192047 113 => -0.35022133588791 114 => -0.1639666557312 115 => -0.90963661670685 116 => 0.039114356040955 117 => -1.1345191001892 118 => -0.092411369085312 119 => 0.53133499622345 120 => -0.9216114282608 121 => -0.057450212538242 122 => 0.69608128070831 123 => 0.3883501291275 124 => -0.38982146978378 125 => 1.1868056058884 126 => -0.8904590010643 127 => 1.2784577608109 128 => -0.079055488109589 129 => 0.23239541053772 130 => 1.6580512523651 131 => -0.31280255317688 132 => -0.69572305679321 133 => -0.75251823663712 134 => 0.37667840719223 135 => 1.2384244203568 136 => -1.6988404989243 137 => -0.24196381866932 138 => 0.77102303504944 139 => 0.59458315372467 140 => 0.14282369613647 141 => 0.079211331903934 142 => 0.22259810566902 143 => -0.1815819889307 144 => -1.1790388822556 145 => -0.29291287064552 146 => 1.596168756485 147 => -0.41781586408615 148 => -0.54947859048843 149 => 0.33929190039635 150 => -0.031461648643017 151 => 1.728555560112 152 => -0.60715794563293 153 => 1.2518150806427 154 => -0.21296383440495 155 => 0.099223464727402 156 => -0.1874141395092 157 => -0.71100896596909 158 => 0.076034113764763 159 => -0.91722989082336 160 => -0.05947769805789 161 => -1.0926076173782 162 => 1.4689379930496 163 => 0.57411873340607 164 => -1.3388103246689 165 => -1.231894493103 166 => 1.2571293115616 167 => 0.90426790714264 168 => 0.99096530675888 169 => 0.76848262548447 170 => -0.69367319345474 171 => -1.2934366464615 172 => -0.10514169931412 173 => 0.4003164768219 174 => 0.89091163873672 175 => -0.20140840113163 176 => -0.2182949334383 177 => -0.21670712530613 178 => 0.6975132226944 179 => -0.71832633018494 180 => 0.24035009741783 181 => -1.0940444469452 182 => 1.5824538469315 183 => 0.67241477966309 184 => -0.12159489095211 185 => -1.7075476646423 186 => 0.53972941637039 187 => 0.384441614151 188 => -0.5053773522377 189 => -1.5872116088867 190 => -0.13146290183067 191 => 1.0161995887756 192 => -1.0480303764343 193 => -1.4869818687439 194 => 0.079707890748978 195 => -0.63487774133682 196 => 1.3056367635727 197 => -0.49335333704948 198 => 0.88397026062012 199 => -0.32372730970383 200 => 0.29619893431664 201 => 0.11305744946003 202 => -0.064809717237949 203 => -0.22869159281254 204 => -0.65182375907898 205 => 1.3413407802582 206 => -0.88964068889618 207 => -0.16042424738407 208 => -0.84377998113632 209 => 0.81976479291916 210 => 0.42878350615501 211 => -1.2265524864197 212 => 0.49893614649773 213 => 0.4775887131691 214 => 0.20531931519508 215 => -0.77434062957764 216 => 0.24547608196735 217 => -0.0047426973469555 218 => 0.79640436172485 219 => 0.39166182279587 220 => 0.03843280300498 221 => -1.0256863832474 222 => 0.67445945739746 223 => 0.89895647764206 224 => 1.6223717927933 225 => -0.40702232718468 226 => -0.22993038594723 227 => 0.17501412332058 228 => -0.92953938245773 229 => 0.42579135298729 230 => -0.28356432914734 231 => -0.58759200572968 232 => 0.45389753580093 233 => 0.17304365336895 234 => 0.26745438575745 235 => 0.78935754299164 236 => 0.65165907144547 237 => 0.2539878487587 238 => 0.087758660316467 239 => 0.60405272245407 240 => 0.61331307888031 241 => 0.7878023982048 242 => 0.12104414403439 243 => -0.19638335704803 244 => -1.000749707222 245 => 0.20813030004501 246 => 0.60095298290253 247 => 0.0055203796364367 248 => 0.56649440526962 249 => 0.73654496669769 250 => -0.18143256008625 251 => 1.0064076185226 252 => -0.19813919067383 253 => 0.19281929731369 254 => 0.72482627630234 255 => -1.8020457029343 256 => -1.1613329648972 257 => 1.0881935358047 258 => 0.54885232448578 259 => -0.61414879560471 260 => 0.73142939805984 261 => 0.53786069154739 262 => 0.10372854024172 263 => -0.28605443239212 264 => -0.40412968397141 265 => -0.57093065977097 266 => -0.68932771682739 267 => -0.51009839773178 268 => -0.57981687784195 269 => 0.43034583330154 270 => -0.12906946241856 271 => 0.2396809309721 272 => -0.45860186219215 273 => 0.8771413564682 274 => 0.80478298664093 275 => -1.0387513637543 276 => 0.21559229493141 277 => -0.71313261985779 278 => -1.0380570888519 279 => -0.73331713676453 280 => -1.0405246019363 281 => -1.1211918592453 282 => -0.9949277639389 283 => -1.4070949554443 284 => 0.69996052980423 285 => 0.031062290072441 286 => 0.38823601603508 287 => -0.32571864128113 288 => 1.2498821020126 289 => 0.51225966215134 290 => -0.59557098150253 291 => 1.1670150756836 292 => 0.57737362384796 293 => 1.4394968748093 294 => -0.77587640285492 295 => 0.51633954048157 296 => 1.0192595720291 297 => -0.52902227640152 298 => -0.66841953992844 299 => 0.019606489688158 300 => -0.16856737434864 301 => -0.30305114388466 302 => 1.0616080760956 303 => 0.85951167345047 304 => -0.22718700766563 305 => 0.072862774133682 306 => 0.039980571717024 307 => -0.8301756978035 308 => 0.50548011064529 309 => -0.2593474984169 310 => -1.3629138469696 311 => 1.0781362056732 312 => -0.77054846286774 313 => 0.013695837929845 314 => -1.9844198226929 315 => 1.0950999259949 316 => 0.0040121329948306 317 => 0.32040503621101 318 => 2.8160662651062 319 => -0.47343391180038 320 => 0.47504270076752 321 => -0.64041084051132 322 => -0.034800887107849 323 => -1.2445381879807 324 => -0.88582074642181 325 => 0.48767820000648 326 => -0.96628367900848 327 => -0.36541178822517 328 => -1.5607063770294 329 => -0.061172880232334 330 => 0.23717506229877 331 => -0.3700031042099 332 => 1.4921298027039 333 => -0.56120657920837 334 => -0.92352718114853 335 => 0.022376667708158 336 => -0.47059309482574 337 => 0.3341549038887 338 => -0.1296112537384 339 => 1.9062106609344 340 => 0.1317021548748 341 => 0.053984396159649 342 => 0.7605898976326 343 => -1.22001516819 344 => -1.3994679450989 345 => -0.53723788261414 346 => -1.1798371076584 347 => -0.12637260556221 348 => 1.1313261985779 349 => -0.13846834003925 350 => -1.0113130807877 351 => -0.20430138707161 352 => 0.094222664833069 353 => 0.54429596662521 354 => -0.10873372107744 355 => 0.23889987170696 356 => 0.80271351337433 357 => 0.45936307311058 358 => 1.3411945104599 359 => 0.35411363840103 360 => 0.42850887775421 361 => -1.1276714801788 362 => -0.026442559435964 363 => -0.0040081185288727 364 => 0.19423016905785 365 => 0.71344518661499 366 => 0.8264816403389 367 => 0.33349487185478 368 => 1.4744864702225 369 => -0.38429024815559 370 => -0.51564198732376 371 => 1.2950301170349 372 => -0.24484944343567 373 => 1.6721421480179 374 => -0.55492579936981 375 => -0.42919605970383 376 => -0.51701015233994 377 => -0.24802768230438 378 => -0.9018143415451 379 => 0.25174361467361 380 => 0.88695257902145 381 => 0.015404771082103 382 => -0.54634666442871 383 => 0.59107971191406 384 => 0.4572682082653 385 => -0.1164548844099 386 => -0.16035604476929 387 => -0.25588881969452 388 => -0.66844338178635 389 => 0.10767307132483 390 => 0.34570351243019 391 => -0.053617116063833 392 => -1.0130088329315 393 => 0.55919271707535 394 => 1.0559411048889 395 => -0.29040491580963 396 => 1.0159296989441 397 => -0.55399197340012 398 => 1.6795353889465 399 => 0.16398620605469 400 => 0.27799877524376 401 => -1.2387617826462 402 => -0.3470450937748 403 => -0.83610558509827 404 => 0.11341715604067 405 => 1.1999822854996 406 => -0.72633737325668 407 => -0.93492156267166 408 => 0.11830299347639 409 => -0.61604744195938 410 => 0.62702196836472 411 => -0.35906770825386 412 => 0.18186351656914 413 => -1.0272603034973 414 => -0.26339727640152 415 => 0.25121369957924 416 => 0.59414052963257 417 => -0.36322754621506 418 => -0.0014427083078772 419 => 1.0501602888107 420 => 0.65970742702484 421 => 0.86354792118073 422 => -1.1006727218628 423 => -1.3878358602524 424 => -0.67541027069092 425 => 1.2814546823502 426 => 0.46433162689209 427 => 1.6472421884537 428 => -0.27816036343575 429 => -2.6357407569885 430 => 0.15664352476597 431 => 1.5623681545258 432 => -0.20962174236774 433 => 0.43233680725098 434 => -0.67352604866028 435 => -0.16096743941307 436 => -1.3239936828613 437 => -0.067974306643009 438 => -1.0585625171661 439 => 0.60639894008636 440 => 0.14072781801224 441 => -0.62627708911896 442 => -0.55010306835175 443 => -0.81797760725021 444 => 0.44398564100266 445 => 1.516451716423 446 => 0.47634840011597 447 => -0.98371946811676 448 => -0.49797260761261 449 => -0.28146886825562 450 => 0.13988851010799 451 => 0.45005002617836 452 => 0.46055421233177 453 => 0.1807187050581 454 => 1.6311858892441 455 => -0.95429104566574 456 => -0.14707228541374 457 => 0.57614278793335 458 => 0.5722958445549 459 => 0.071584098041058 460 => 0.10559294372797 461 => 1.0526282787323 462 => -0.78359985351562 463 => 0.2471856623888 464 => 0.28902113437653 465 => -1.4188408851624 466 => -0.38896802067757 467 => 0.11322166770697 468 => 0.35595679283142 469 => 0.71552532911301 470 => -0.43512919545174 471 => 0.22731924057007 472 => 0.8891099691391 473 => -0.4221433699131 474 => -0.4220315515995 475 => 0.20440521836281 476 => -0.67994487285614 477 => -0.36756214499474 478 => 1.2806708812714 479 => 1.0478314161301 480 => -0.2200540304184 481 => -1.0645959377289 482 => -1.1725533008575 483 => -0.39445444941521 484 => 0.66874277591705 485 => 0.47263538837433 486 => 0.80546009540558 487 => -0.57424747943878 488 => -0.21531683206558 489 => -0.66738444566727 490 => 0.75322645902634 491 => 0.94521206617355 492 => 0.6564981341362 493 => 0.011406058445573 494 => -1.1547892093658 495 => 0.71517014503479 496 => -0.37149825692177 497 => 0.020571306347847 498 => 1.31656229496 499 => -0.86365300416946 500 => 0.20359787344933 501 => -0.1031506061554 502 => -0.22388246655464 503 => -0.1913376301527 504 => 0.44361326098442 505 => -0.54462105035782 506 => 0.86894124746323 507 => -1.5393570661545 508 => -0.5727823972702 509 => 1.497202038765 510 => -0.55182856321335 511 => 0.70843589305878 512 => 1.3823478221893 513 => 0.67734241485596 514 => 0.51387065649033 515 => -1.8982297182083 516 => -0.87294381856918 517 => 0.66274172067642 518 => -0.89580351114273 519 => 0.01383425667882 520 => 0.74119275808334 521 => -0.8451589345932 522 => -0.26556724309921 523 => -0.039672788232565 524 => 0.25089246034622 525 => 0.71174883842468 526 => 0.52264934778214 527 => -0.48040193319321 528 => 1.087855219841 529 => -0.36004668474197 530 => -0.2717998623848 531 => -0.037467796355486 532 => -0.73311495780945 533 => 0.71282160282135 534 => 0.30709451436996 535 => 0.41657438874245 536 => -0.46142366528511 537 => 1.2482633590698 538 => 0.61622911691666 539 => 0.62112706899643 540 => -0.36683601140976 541 => -0.12082010507584 542 => 0.47077775001526 543 => -0.70751875638962 544 => 0.92615813016891 545 => 0.055960543453693 546 => -0.92968326807022 547 => 0.83799308538437 548 => 0.28143179416656 549 => -0.89124804735184 550 => 0.088510908186436 551 => -0.35925802588463 552 => -0.5224946141243 553 => -0.41473999619484 554 => -0.2841677069664 555 => -0.69216620922089 556 => -0.36153134703636 557 => 0.22533875703812 558 => -0.69440484046936 559 => 0.38759145140648 560 => 0.8916962146759 561 => 0.97035050392151 562 => 1.3601642847061 563 => 0.14184114336967 564 => -0.53106641769409 565 => -0.90239733457565 566 => 0.19987393915653 567 => -0.2875129878521 568 => 0.74614506959915 569 => 0.022254189476371 570 => -0.074722170829773 571 => -0.55297827720642 572 => 0.319206148386 573 => 0.88569301366806 574 => -0.87912291288376 575 => 0.45966431498528 576 => -0.11777417361736 577 => -0.78165459632874 578 => -1.7996220588684 579 => -0.217225253582 580 => 0.83478271961212 581 => -0.19060435891151 582 => -1.5029077529907 583 => 0.93674409389496 584 => -0.90263283252716 585 => 0.47455868124962 586 => -0.37065321207047 587 => -1.3236417770386 588 => 0.2347037345171 589 => 0.01020934805274 590 => -0.18419279158115 591 => 0.93680799007416 592 => -0.51736664772034 593 => 0.34692123532295 594 => -0.0090744523331523 595 => -0.078507401049137 596 => -0.22435972094536 597 => -0.21456182003021 598 => -0.44412669539452 599 => -1.0966167449951 600 => -0.36029240489006 601 => 0.18054783344269 602 => 0.82959824800491 603 => -2.1094253063202 604 => 0.54801690578461 605 => 0.73974549770355 606 => -0.88029158115387 607 => 1.7057996988297 608 => 0.16765381395817 609 => 0.30267038941383 610 => -0.68230277299881 611 => 0.085492745041847 612 => 0.55871474742889 613 => -0.45342189073563 614 => 1.6990702152252 615 => -0.036274004727602 616 => 0.28917527198792 617 => 0.38098993897438 618 => -1.0989829301834 619 => -0.68438571691513 620 => -0.67641317844391 621 => -1.2195986509323 622 => 0.27001929283142 623 => -1.7128890752792 624 => 1.3358569145203 625 => -0.34976330399513 626 => -1.1755819320679 627 => -1.4130543470383 628 => 1.1333785057068 629 => 1.2995561361313 630 => -0.82462012767792 631 => -0.099181599915028 632 => -0.19840015470982 633 => -1.3224546909332 634 => -0.85819685459137 635 => 0.28238207101822 636 => -1.2120845317841 637 => 0.86056303977966 638 => 0.14268207550049 639 => 1.0467504262924 640 => -0.072483047842979 641 => 0.0078767538070679 642 => 0.55511677265167 643 => 0.25757959485054 644 => 0.65084266662598 645 => -0.78795117139816 646 => 1.2746303081512 647 => 1.0198916196823 648 => 0.49738022685051 649 => -0.35083794593811 650 => 1.555291891098 651 => 0.43078845739365 652 => 0.097258128225803 653 => -0.53056520223618 654 => -0.019763184711337 655 => -0.61423373222351 656 => 0.33744758367538 657 => 0.14993117749691 658 => 0.36008358001709 659 => -0.22313068807125 660 => -0.9354659318924 661 => 0.31214591860771 662 => -0.22693622112274 663 => -0.38062170147896 664 => 0.98552393913269 665 => 0.056376457214355 666 => -0.44103688001633 667 => -0.68358367681503 668 => -0.95760458707809 669 => 0.13118951022625 670 => 0.27585145831108 671 => -0.99303179979324 672 => -0.67323899269104 673 => 0.34915912151337 674 => -0.5252131819725 675 => 0.59762418270111 676 => -0.0053520975634456 677 => 1.1830140352249 678 => -0.26465329527855 679 => -0.1201361566782 680 => 1.1033451557159 681 => -0.064121343195438 682 => 0.80956488847733 683 => -0.54686146974564 684 => -0.55169969797134 685 => -0.92822176218033 686 => 1.2733221054077 687 => -0.58281475305557 688 => -0.6761029958725 689 => -0.40951469540596 690 => -0.23689359426498 691 => -1.5752507448196 692 => 0.41398790478706 693 => 0.5613831281662 694 => 0.27459171414375 695 => 1.1529684066772 696 => -0.90968960523605 697 => 0.71601736545563 698 => -0.20844462513924 699 => 1.5878434181213 700 => 0.39513364434242 701 => -0.11686655133963 702 => 0.25824841856956 703 => -0.088479675352573 704 => -1.2016118764877 705 => -1.1194865703583 706 => 0.10011248290539 707 => -0.58817178010941 708 => -0.88616341352463 709 => -0.02843620069325 710 => -0.77703791856766 711 => 1.1168224811554 712 => 0.77096164226532 713 => 1.0089350938797 714 => 1.7919070720673 715 => -0.075304456055164 716 => -1.7148659229279 717 => -1.5806879997253 718 => -0.037895563989878 719 => -0.33228451013565 720 => 0.89404201507568 721 => -0.01982250995934 722 => -0.20593683421612 723 => -0.8031165599823 724 => -0.084063611924648 725 => -1.4230533838272 726 => -0.85015249252319 727 => -1.0323441028595 728 => 0.30753204226494 729 => 0.63058263063431 730 => -0.57785391807556 731 => 0.23911575973034 732 => -0.74501311779022 733 => 0.46009132266045 734 => 0.29243862628937 735 => 1.4322642087936 736 => -0.49633210897446 737 => -0.42252179980278 738 => -1.1575795412064 739 => -1.0096964836121 740 => -1.2181973457336 741 => -0.49516722559929 742 => 1.0264582633972 743 => 1.023824095726 744 => -0.45281401276588 745 => 1.1044864654541 746 => -0.999984562397 747 => 0.011313578113914 748 => 0.45913517475128 749 => 1.0514417886734 750 => -0.23747296631336 751 => -0.60145401954651 752 => -0.61530339717865 753 => 0.78109431266785 754 => 0.40100038051605 755 => 0.34210708737373 756 => -1.2102611064911 757 => 0.83916836977005 758 => 1.5763729810715 759 => 0.29541370272636 760 => 0.043577156960964 761 => -0.64795869588852 762 => 1.5520602464676 763 => -0.001438598963432 764 => 0.26768523454666 765 => -1.0799535512924 766 => -0.70646589994431 767 => 0.025912245735526 ] "id" => "32664" "image" => "9781783748945.png.png" "input_date" => 1670484213 "isbn_issn" => "9781783748945" "items" => array:1 [▶ 0 => array:5 [▶ "call_number" => "338.5 OSB m" "coll_type_name" => "Ebook" "item_code" => "EB01290K" "item_status_id" => "0" "location_id" => "" ] ] "last_update" => 1670484213 "node" => "library" "publish_place" => "Cambridge, UK" "publish_year" => 2020 "publisher" => "Open Book Publishers" "title" => "Models in microeconomic theory" "topics" => array:2 [▶ 0 => "Humans" 1 => "Models, Biological" ] "raw" => array:5 [▶ "document" => array:15 [▶ "authors" => array:2 [▶ 0 => "Rubinstein, Ariel" 1 => "Osborne, Martin J" ] "biblio_id" => "32664" "embedding" => array:768 [▶ 0 => 0.65953058004379 1 => 1.017272233963 2 => -3.7627255916595 3 => -0.1571743786335 4 => 0.17579397559166 5 => 0.60948699712753 6 => -0.39745333790779 7 => -1.3331869840622 8 => -0.016570772975683 9 => 0.96958100795746 10 => -0.99556785821915 11 => 0.10314830392599 12 => 1.985976934433 13 => -0.20722489058971 14 => -0.22147101163864 15 => 0.014593217521906 16 => -1.2553824186325 17 => 0.57078629732132 18 => -0.68294125795364 19 => 0.94169956445694 20 => -0.61860984563828 21 => -0.3599579334259 22 => -0.16432861983776 23 => -0.38977867364883 24 => 1.5847733020782 25 => 0.90637212991714 26 => 0.49058973789215 27 => 0.43117406964302 28 => 0.79270303249359 29 => -0.48442846536636 30 => -0.016689196228981 31 => -1.1208220720291 32 => 0.047217946499586 33 => -1.2918887138367 34 => -1.5673860311508 35 => -0.90567761659622 36 => 2.1242127418518 37 => 1.7566840648651 38 => 0.23171988129616 39 => 0.22029104828835 40 => 0.31608420610428 41 => 0.41827392578125 42 => -0.34423050284386 43 => -0.92293661832809 44 => 0.85988610982895 45 => 0.60564786195755 46 => 0.83931303024292 47 => 0.13954722881317 48 => 0.71971189975739 49 => -0.5453394651413 50 => 1.3931272029877 51 => 0.35915419459343 52 => 0.99449771642685 53 => 0.3531731069088 54 => 0.51701599359512 55 => 0.97635489702225 56 => 0.030498459935188 57 => 0.14006546139717 58 => 0.58653247356415 59 => -0.14762909710407 60 => 1.0848644971848 61 => 1.876103758812 62 => -1.3430418968201 63 => 1.2096027135849 64 => 1.4278836250305 65 => 0.059235990047455 66 => -0.36114424467087 67 => 0.15373551845551 68 => 0.62289547920227 69 => -1.0544657707214 70 => 0.43013054132462 71 => -0.39336812496185 72 => 0.34149023890495 73 => -0.81930309534073 74 => -0.2082940787077 75 => -0.11946350336075 76 => -1.3541524410248 77 => -0.81954991817474 78 => 0.44563871622086 79 => -1.0113689899445 80 => -0.08175004273653 81 => 0.57418370246887 82 => 1.0830889940262 83 => 0.30350488424301 84 => 1.1079792976379 85 => -0.80015420913696 86 => -0.019182393327355 87 => -0.60394263267517 88 => -0.60504966974258 89 => 0.65228861570358 90 => 0.51869833469391 91 => 0.73480015993118 92 => 0.18269610404968 93 => 0.87782955169678 94 => -1.4136953353882 95 => -0.091351456940174 96 => -1.6800196170807 97 => -0.25264239311218 98 => -0.80882370471954 99 => -0.44208964705467 100 => -0.3051832318306 101 => -0.37267699837685 102 => 0.8703795671463 103 => -0.309535831213 104 => 0.61011058092117 105 => 0.55206233263016 106 => 0.10628154873848 107 => 0.21531601250172 108 => 0.6079381108284 109 => 0.61828303337097 110 => -0.73284488916397 111 => 0.39421594142914 112 => -0.79544699192047 113 => -0.35022133588791 114 => -0.1639666557312 115 => -0.90963661670685 116 => 0.039114356040955 117 => -1.1345191001892 118 => -0.092411369085312 119 => 0.53133499622345 120 => -0.9216114282608 121 => -0.057450212538242 122 => 0.69608128070831 123 => 0.3883501291275 124 => -0.38982146978378 125 => 1.1868056058884 126 => -0.8904590010643 127 => 1.2784577608109 128 => -0.079055488109589 129 => 0.23239541053772 130 => 1.6580512523651 131 => -0.31280255317688 132 => -0.69572305679321 133 => -0.75251823663712 134 => 0.37667840719223 135 => 1.2384244203568 136 => -1.6988404989243 137 => -0.24196381866932 138 => 0.77102303504944 139 => 0.59458315372467 140 => 0.14282369613647 141 => 0.079211331903934 142 => 0.22259810566902 143 => -0.1815819889307 144 => -1.1790388822556 145 => -0.29291287064552 146 => 1.596168756485 147 => -0.41781586408615 148 => -0.54947859048843 149 => 0.33929190039635 150 => -0.031461648643017 151 => 1.728555560112 152 => -0.60715794563293 153 => 1.2518150806427 154 => -0.21296383440495 155 => 0.099223464727402 156 => -0.1874141395092 157 => -0.71100896596909 158 => 0.076034113764763 159 => -0.91722989082336 160 => -0.05947769805789 161 => -1.0926076173782 162 => 1.4689379930496 163 => 0.57411873340607 164 => -1.3388103246689 165 => -1.231894493103 166 => 1.2571293115616 167 => 0.90426790714264 168 => 0.99096530675888 169 => 0.76848262548447 170 => -0.69367319345474 171 => -1.2934366464615 172 => -0.10514169931412 173 => 0.4003164768219 174 => 0.89091163873672 175 => -0.20140840113163 176 => -0.2182949334383 177 => -0.21670712530613 178 => 0.6975132226944 179 => -0.71832633018494 180 => 0.24035009741783 181 => -1.0940444469452 182 => 1.5824538469315 183 => 0.67241477966309 184 => -0.12159489095211 185 => -1.7075476646423 186 => 0.53972941637039 187 => 0.384441614151 188 => -0.5053773522377 189 => -1.5872116088867 190 => -0.13146290183067 191 => 1.0161995887756 192 => -1.0480303764343 193 => -1.4869818687439 194 => 0.079707890748978 195 => -0.63487774133682 196 => 1.3056367635727 197 => -0.49335333704948 198 => 0.88397026062012 199 => -0.32372730970383 200 => 0.29619893431664 201 => 0.11305744946003 202 => -0.064809717237949 203 => -0.22869159281254 204 => -0.65182375907898 205 => 1.3413407802582 206 => -0.88964068889618 207 => -0.16042424738407 208 => -0.84377998113632 209 => 0.81976479291916 210 => 0.42878350615501 211 => -1.2265524864197 212 => 0.49893614649773 213 => 0.4775887131691 214 => 0.20531931519508 215 => -0.77434062957764 216 => 0.24547608196735 217 => -0.0047426973469555 218 => 0.79640436172485 219 => 0.39166182279587 220 => 0.03843280300498 221 => -1.0256863832474 222 => 0.67445945739746 223 => 0.89895647764206 224 => 1.6223717927933 225 => -0.40702232718468 226 => -0.22993038594723 227 => 0.17501412332058 228 => -0.92953938245773 229 => 0.42579135298729 230 => -0.28356432914734 231 => -0.58759200572968 232 => 0.45389753580093 233 => 0.17304365336895 234 => 0.26745438575745 235 => 0.78935754299164 236 => 0.65165907144547 237 => 0.2539878487587 238 => 0.087758660316467 239 => 0.60405272245407 240 => 0.61331307888031 241 => 0.7878023982048 242 => 0.12104414403439 243 => -0.19638335704803 244 => -1.000749707222 245 => 0.20813030004501 246 => 0.60095298290253 247 => 0.0055203796364367 248 => 0.56649440526962 249 => 0.73654496669769 250 => -0.18143256008625 251 => 1.0064076185226 252 => -0.19813919067383 253 => 0.19281929731369 254 => 0.72482627630234 255 => -1.8020457029343 256 => -1.1613329648972 257 => 1.0881935358047 258 => 0.54885232448578 259 => -0.61414879560471 260 => 0.73142939805984 261 => 0.53786069154739 262 => 0.10372854024172 263 => -0.28605443239212 264 => -0.40412968397141 265 => -0.57093065977097 266 => -0.68932771682739 267 => -0.51009839773178 268 => -0.57981687784195 269 => 0.43034583330154 270 => -0.12906946241856 271 => 0.2396809309721 272 => -0.45860186219215 273 => 0.8771413564682 274 => 0.80478298664093 275 => -1.0387513637543 276 => 0.21559229493141 277 => -0.71313261985779 278 => -1.0380570888519 279 => -0.73331713676453 280 => -1.0405246019363 281 => -1.1211918592453 282 => -0.9949277639389 283 => -1.4070949554443 284 => 0.69996052980423 285 => 0.031062290072441 286 => 0.38823601603508 287 => -0.32571864128113 288 => 1.2498821020126 289 => 0.51225966215134 290 => -0.59557098150253 291 => 1.1670150756836 292 => 0.57737362384796 293 => 1.4394968748093 294 => -0.77587640285492 295 => 0.51633954048157 296 => 1.0192595720291 297 => -0.52902227640152 298 => -0.66841953992844 299 => 0.019606489688158 300 => -0.16856737434864 301 => -0.30305114388466 302 => 1.0616080760956 303 => 0.85951167345047 304 => -0.22718700766563 305 => 0.072862774133682 306 => 0.039980571717024 307 => -0.8301756978035 308 => 0.50548011064529 309 => -0.2593474984169 310 => -1.3629138469696 311 => 1.0781362056732 312 => -0.77054846286774 313 => 0.013695837929845 314 => -1.9844198226929 315 => 1.0950999259949 316 => 0.0040121329948306 317 => 0.32040503621101 318 => 2.8160662651062 319 => -0.47343391180038 320 => 0.47504270076752 321 => -0.64041084051132 322 => -0.034800887107849 323 => -1.2445381879807 324 => -0.88582074642181 325 => 0.48767820000648 326 => -0.96628367900848 327 => -0.36541178822517 328 => -1.5607063770294 329 => -0.061172880232334 330 => 0.23717506229877 331 => -0.3700031042099 332 => 1.4921298027039 333 => -0.56120657920837 334 => -0.92352718114853 335 => 0.022376667708158 336 => -0.47059309482574 337 => 0.3341549038887 338 => -0.1296112537384 339 => 1.9062106609344 340 => 0.1317021548748 341 => 0.053984396159649 342 => 0.7605898976326 343 => -1.22001516819 344 => -1.3994679450989 345 => -0.53723788261414 346 => -1.1798371076584 347 => -0.12637260556221 348 => 1.1313261985779 349 => -0.13846834003925 350 => -1.0113130807877 351 => -0.20430138707161 352 => 0.094222664833069 353 => 0.54429596662521 354 => -0.10873372107744 355 => 0.23889987170696 356 => 0.80271351337433 357 => 0.45936307311058 358 => 1.3411945104599 359 => 0.35411363840103 360 => 0.42850887775421 361 => -1.1276714801788 362 => -0.026442559435964 363 => -0.0040081185288727 364 => 0.19423016905785 365 => 0.71344518661499 366 => 0.8264816403389 367 => 0.33349487185478 368 => 1.4744864702225 369 => -0.38429024815559 370 => -0.51564198732376 371 => 1.2950301170349 372 => -0.24484944343567 373 => 1.6721421480179 374 => -0.55492579936981 375 => -0.42919605970383 376 => -0.51701015233994 377 => -0.24802768230438 378 => -0.9018143415451 379 => 0.25174361467361 380 => 0.88695257902145 381 => 0.015404771082103 382 => -0.54634666442871 383 => 0.59107971191406 384 => 0.4572682082653 385 => -0.1164548844099 386 => -0.16035604476929 387 => -0.25588881969452 388 => -0.66844338178635 389 => 0.10767307132483 390 => 0.34570351243019 391 => -0.053617116063833 392 => -1.0130088329315 393 => 0.55919271707535 394 => 1.0559411048889 395 => -0.29040491580963 396 => 1.0159296989441 397 => -0.55399197340012 398 => 1.6795353889465 399 => 0.16398620605469 400 => 0.27799877524376 401 => -1.2387617826462 402 => -0.3470450937748 403 => -0.83610558509827 404 => 0.11341715604067 405 => 1.1999822854996 406 => -0.72633737325668 407 => -0.93492156267166 408 => 0.11830299347639 409 => -0.61604744195938 410 => 0.62702196836472 411 => -0.35906770825386 412 => 0.18186351656914 413 => -1.0272603034973 414 => -0.26339727640152 415 => 0.25121369957924 416 => 0.59414052963257 417 => -0.36322754621506 418 => -0.0014427083078772 419 => 1.0501602888107 420 => 0.65970742702484 421 => 0.86354792118073 422 => -1.1006727218628 423 => -1.3878358602524 424 => -0.67541027069092 425 => 1.2814546823502 426 => 0.46433162689209 427 => 1.6472421884537 428 => -0.27816036343575 429 => -2.6357407569885 430 => 0.15664352476597 431 => 1.5623681545258 432 => -0.20962174236774 433 => 0.43233680725098 434 => -0.67352604866028 435 => -0.16096743941307 436 => -1.3239936828613 437 => -0.067974306643009 438 => -1.0585625171661 439 => 0.60639894008636 440 => 0.14072781801224 441 => -0.62627708911896 442 => -0.55010306835175 443 => -0.81797760725021 444 => 0.44398564100266 445 => 1.516451716423 446 => 0.47634840011597 447 => -0.98371946811676 448 => -0.49797260761261 449 => -0.28146886825562 450 => 0.13988851010799 451 => 0.45005002617836 452 => 0.46055421233177 453 => 0.1807187050581 454 => 1.6311858892441 455 => -0.95429104566574 456 => -0.14707228541374 457 => 0.57614278793335 458 => 0.5722958445549 459 => 0.071584098041058 460 => 0.10559294372797 461 => 1.0526282787323 462 => -0.78359985351562 463 => 0.2471856623888 464 => 0.28902113437653 465 => -1.4188408851624 466 => -0.38896802067757 467 => 0.11322166770697 468 => 0.35595679283142 469 => 0.71552532911301 470 => -0.43512919545174 471 => 0.22731924057007 472 => 0.8891099691391 473 => -0.4221433699131 474 => -0.4220315515995 475 => 0.20440521836281 476 => -0.67994487285614 477 => -0.36756214499474 478 => 1.2806708812714 479 => 1.0478314161301 480 => -0.2200540304184 481 => -1.0645959377289 482 => -1.1725533008575 483 => -0.39445444941521 484 => 0.66874277591705 485 => 0.47263538837433 486 => 0.80546009540558 487 => -0.57424747943878 488 => -0.21531683206558 489 => -0.66738444566727 490 => 0.75322645902634 491 => 0.94521206617355 492 => 0.6564981341362 493 => 0.011406058445573 494 => -1.1547892093658 495 => 0.71517014503479 496 => -0.37149825692177 497 => 0.020571306347847 498 => 1.31656229496 499 => -0.86365300416946 500 => 0.20359787344933 501 => -0.1031506061554 502 => -0.22388246655464 503 => -0.1913376301527 504 => 0.44361326098442 505 => -0.54462105035782 506 => 0.86894124746323 507 => -1.5393570661545 508 => -0.5727823972702 509 => 1.497202038765 510 => -0.55182856321335 511 => 0.70843589305878 512 => 1.3823478221893 513 => 0.67734241485596 514 => 0.51387065649033 515 => -1.8982297182083 516 => -0.87294381856918 517 => 0.66274172067642 518 => -0.89580351114273 519 => 0.01383425667882 520 => 0.74119275808334 521 => -0.8451589345932 522 => -0.26556724309921 523 => -0.039672788232565 524 => 0.25089246034622 525 => 0.71174883842468 526 => 0.52264934778214 527 => -0.48040193319321 528 => 1.087855219841 529 => -0.36004668474197 530 => -0.2717998623848 531 => -0.037467796355486 532 => -0.73311495780945 533 => 0.71282160282135 534 => 0.30709451436996 535 => 0.41657438874245 536 => -0.46142366528511 537 => 1.2482633590698 538 => 0.61622911691666 539 => 0.62112706899643 540 => -0.36683601140976 541 => -0.12082010507584 542 => 0.47077775001526 543 => -0.70751875638962 544 => 0.92615813016891 545 => 0.055960543453693 546 => -0.92968326807022 547 => 0.83799308538437 548 => 0.28143179416656 549 => -0.89124804735184 550 => 0.088510908186436 551 => -0.35925802588463 552 => -0.5224946141243 553 => -0.41473999619484 554 => -0.2841677069664 555 => -0.69216620922089 556 => -0.36153134703636 557 => 0.22533875703812 558 => -0.69440484046936 559 => 0.38759145140648 560 => 0.8916962146759 561 => 0.97035050392151 562 => 1.3601642847061 563 => 0.14184114336967 564 => -0.53106641769409 565 => -0.90239733457565 566 => 0.19987393915653 567 => -0.2875129878521 568 => 0.74614506959915 569 => 0.022254189476371 570 => -0.074722170829773 571 => -0.55297827720642 572 => 0.319206148386 573 => 0.88569301366806 574 => -0.87912291288376 575 => 0.45966431498528 576 => -0.11777417361736 577 => -0.78165459632874 578 => -1.7996220588684 579 => -0.217225253582 580 => 0.83478271961212 581 => -0.19060435891151 582 => -1.5029077529907 583 => 0.93674409389496 584 => -0.90263283252716 585 => 0.47455868124962 586 => -0.37065321207047 587 => -1.3236417770386 588 => 0.2347037345171 589 => 0.01020934805274 590 => -0.18419279158115 591 => 0.93680799007416 592 => -0.51736664772034 593 => 0.34692123532295 594 => -0.0090744523331523 595 => -0.078507401049137 596 => -0.22435972094536 597 => -0.21456182003021 598 => -0.44412669539452 599 => -1.0966167449951 600 => -0.36029240489006 601 => 0.18054783344269 602 => 0.82959824800491 603 => -2.1094253063202 604 => 0.54801690578461 605 => 0.73974549770355 606 => -0.88029158115387 607 => 1.7057996988297 608 => 0.16765381395817 609 => 0.30267038941383 610 => -0.68230277299881 611 => 0.085492745041847 612 => 0.55871474742889 613 => -0.45342189073563 614 => 1.6990702152252 615 => -0.036274004727602 616 => 0.28917527198792 617 => 0.38098993897438 618 => -1.0989829301834 619 => -0.68438571691513 620 => -0.67641317844391 621 => -1.2195986509323 622 => 0.27001929283142 623 => -1.7128890752792 624 => 1.3358569145203 625 => -0.34976330399513 626 => -1.1755819320679 627 => -1.4130543470383 628 => 1.1333785057068 629 => 1.2995561361313 630 => -0.82462012767792 631 => -0.099181599915028 632 => -0.19840015470982 633 => -1.3224546909332 634 => -0.85819685459137 635 => 0.28238207101822 636 => -1.2120845317841 637 => 0.86056303977966 638 => 0.14268207550049 639 => 1.0467504262924 640 => -0.072483047842979 641 => 0.0078767538070679 642 => 0.55511677265167 643 => 0.25757959485054 644 => 0.65084266662598 645 => -0.78795117139816 646 => 1.2746303081512 647 => 1.0198916196823 648 => 0.49738022685051 649 => -0.35083794593811 650 => 1.555291891098 651 => 0.43078845739365 652 => 0.097258128225803 653 => -0.53056520223618 654 => -0.019763184711337 655 => -0.61423373222351 656 => 0.33744758367538 657 => 0.14993117749691 658 => 0.36008358001709 659 => -0.22313068807125 660 => -0.9354659318924 661 => 0.31214591860771 662 => -0.22693622112274 663 => -0.38062170147896 664 => 0.98552393913269 665 => 0.056376457214355 666 => -0.44103688001633 667 => -0.68358367681503 668 => -0.95760458707809 669 => 0.13118951022625 670 => 0.27585145831108 671 => -0.99303179979324 672 => -0.67323899269104 673 => 0.34915912151337 674 => -0.5252131819725 675 => 0.59762418270111 676 => -0.0053520975634456 677 => 1.1830140352249 678 => -0.26465329527855 679 => -0.1201361566782 680 => 1.1033451557159 681 => -0.064121343195438 682 => 0.80956488847733 683 => -0.54686146974564 684 => -0.55169969797134 685 => -0.92822176218033 686 => 1.2733221054077 687 => -0.58281475305557 688 => -0.6761029958725 689 => -0.40951469540596 690 => -0.23689359426498 691 => -1.5752507448196 692 => 0.41398790478706 693 => 0.5613831281662 694 => 0.27459171414375 695 => 1.1529684066772 696 => -0.90968960523605 697 => 0.71601736545563 698 => -0.20844462513924 699 => 1.5878434181213 700 => 0.39513364434242 701 => -0.11686655133963 702 => 0.25824841856956 703 => -0.088479675352573 704 => -1.2016118764877 705 => -1.1194865703583 706 => 0.10011248290539 707 => -0.58817178010941 708 => -0.88616341352463 709 => -0.02843620069325 710 => -0.77703791856766 711 => 1.1168224811554 712 => 0.77096164226532 713 => 1.0089350938797 714 => 1.7919070720673 715 => -0.075304456055164 716 => -1.7148659229279 717 => -1.5806879997253 718 => -0.037895563989878 719 => -0.33228451013565 720 => 0.89404201507568 721 => -0.01982250995934 722 => -0.20593683421612 723 => -0.8031165599823 724 => -0.084063611924648 725 => -1.4230533838272 726 => -0.85015249252319 727 => -1.0323441028595 728 => 0.30753204226494 729 => 0.63058263063431 730 => -0.57785391807556 731 => 0.23911575973034 732 => -0.74501311779022 733 => 0.46009132266045 734 => 0.29243862628937 735 => 1.4322642087936 736 => -0.49633210897446 737 => -0.42252179980278 738 => -1.1575795412064 739 => -1.0096964836121 740 => -1.2181973457336 741 => -0.49516722559929 742 => 1.0264582633972 743 => 1.023824095726 744 => -0.45281401276588 745 => 1.1044864654541 746 => -0.999984562397 747 => 0.011313578113914 748 => 0.45913517475128 749 => 1.0514417886734 750 => -0.23747296631336 751 => -0.60145401954651 752 => -0.61530339717865 753 => 0.78109431266785 754 => 0.40100038051605 755 => 0.34210708737373 756 => -1.2102611064911 757 => 0.83916836977005 758 => 1.5763729810715 759 => 0.29541370272636 760 => 0.043577156960964 761 => -0.64795869588852 762 => 1.5520602464676 763 => -0.001438598963432 764 => 0.26768523454666 765 => -1.0799535512924 766 => -0.70646589994431 767 => 0.025912245735526 ] "id" => "32664" "image" => "9781783748945.png.png" "input_date" => 1670484213 "isbn_issn" => "9781783748945" "items" => array:1 [▶ 0 => array:5 [ …5] ] "last_update" => 1670484213 "node" => "library" "publish_place" => "Cambridge, UK" "publish_year" => 2020 "publisher" => "Open Book Publishers" "title" => "Models in microeconomic theory" "topics" => array:2 [▶ 0 => "Humans" 1 => "Models, Biological" ] ] "highlight" => array:1 [▶ "authors" => array:2 [▶ 0 => array:2 [ …2] 1 => array:2 [ …2] ] ] "highlights" => array:1 [▶ 0 => array:4 [▶ "field" => "authors" "indices" => array:1 [ …1] "matched_tokens" => array:1 [ …1] "snippets" => array:1 [ …1] ] ] "text_match" => 100013 "text_match_info" => array:5 [▶ "best_field_score" => "48" "best_field_weight" => 213 "fields_matched" => 5 "score" => "100013" "tokens_matched" => 0 ] ] ] 1 => array:16 [▶ "authors" => array:2 [▶ 0 => "Osborne, Martin J." 1 => "Rubinstein, Ariel" ] "biblio_id" => "31869" "embedding" => array:768 [▶ 0 => 0.65953058004379 1 => 1.017272233963 2 => -3.7627255916595 3 => -0.1571743786335 4 => 0.17579397559166 5 => 0.60948699712753 6 => -0.39745333790779 7 => -1.3331869840622 8 => -0.016570772975683 9 => 0.96958100795746 10 => -0.99556785821915 11 => 0.10314830392599 12 => 1.985976934433 13 => -0.20722489058971 14 => -0.22147101163864 15 => 0.014593217521906 16 => -1.2553824186325 17 => 0.57078629732132 18 => -0.68294125795364 19 => 0.94169956445694 20 => -0.61860984563828 21 => -0.3599579334259 22 => -0.16432861983776 23 => -0.38977867364883 24 => 1.5847733020782 25 => 0.90637212991714 26 => 0.49058973789215 27 => 0.43117406964302 28 => 0.79270303249359 29 => -0.48442846536636 30 => -0.016689196228981 31 => -1.1208220720291 32 => 0.047217946499586 33 => -1.2918887138367 34 => -1.5673860311508 35 => -0.90567761659622 36 => 2.1242127418518 37 => 1.7566840648651 38 => 0.23171988129616 39 => 0.22029104828835 40 => 0.31608420610428 41 => 0.41827392578125 42 => -0.34423050284386 43 => -0.92293661832809 44 => 0.85988610982895 45 => 0.60564786195755 46 => 0.83931303024292 47 => 0.13954722881317 48 => 0.71971189975739 49 => -0.5453394651413 50 => 1.3931272029877 51 => 0.35915419459343 52 => 0.99449771642685 53 => 0.3531731069088 54 => 0.51701599359512 55 => 0.97635489702225 56 => 0.030498459935188 57 => 0.14006546139717 58 => 0.58653247356415 59 => -0.14762909710407 60 => 1.0848644971848 61 => 1.876103758812 62 => -1.3430418968201 63 => 1.2096027135849 64 => 1.4278836250305 65 => 0.059235990047455 66 => -0.36114424467087 67 => 0.15373551845551 68 => 0.62289547920227 69 => -1.0544657707214 70 => 0.43013054132462 71 => -0.39336812496185 72 => 0.34149023890495 73 => -0.81930309534073 74 => -0.2082940787077 75 => -0.11946350336075 76 => -1.3541524410248 77 => -0.81954991817474 78 => 0.44563871622086 79 => -1.0113689899445 80 => -0.08175004273653 81 => 0.57418370246887 82 => 1.0830889940262 83 => 0.30350488424301 84 => 1.1079792976379 85 => -0.80015420913696 86 => -0.019182393327355 87 => -0.60394263267517 88 => -0.60504966974258 89 => 0.65228861570358 90 => 0.51869833469391 91 => 0.73480015993118 92 => 0.18269610404968 93 => 0.87782955169678 94 => -1.4136953353882 95 => -0.091351456940174 96 => -1.6800196170807 97 => -0.25264239311218 98 => -0.80882370471954 99 => -0.44208964705467 100 => -0.3051832318306 101 => -0.37267699837685 102 => 0.8703795671463 103 => -0.309535831213 104 => 0.61011058092117 105 => 0.55206233263016 106 => 0.10628154873848 107 => 0.21531601250172 108 => 0.6079381108284 109 => 0.61828303337097 110 => -0.73284488916397 111 => 0.39421594142914 112 => -0.79544699192047 113 => -0.35022133588791 114 => -0.1639666557312 115 => -0.90963661670685 116 => 0.039114356040955 117 => -1.1345191001892 118 => -0.092411369085312 119 => 0.53133499622345 120 => -0.9216114282608 121 => -0.057450212538242 122 => 0.69608128070831 123 => 0.3883501291275 124 => -0.38982146978378 125 => 1.1868056058884 126 => -0.8904590010643 127 => 1.2784577608109 128 => -0.079055488109589 129 => 0.23239541053772 130 => 1.6580512523651 131 => -0.31280255317688 132 => -0.69572305679321 133 => -0.75251823663712 134 => 0.37667840719223 135 => 1.2384244203568 136 => -1.6988404989243 137 => -0.24196381866932 138 => 0.77102303504944 139 => 0.59458315372467 140 => 0.14282369613647 141 => 0.079211331903934 142 => 0.22259810566902 143 => -0.1815819889307 144 => -1.1790388822556 145 => -0.29291287064552 146 => 1.596168756485 147 => -0.41781586408615 148 => -0.54947859048843 149 => 0.33929190039635 150 => -0.031461648643017 151 => 1.728555560112 152 => -0.60715794563293 153 => 1.2518150806427 154 => -0.21296383440495 155 => 0.099223464727402 156 => -0.1874141395092 157 => -0.71100896596909 158 => 0.076034113764763 159 => -0.91722989082336 160 => -0.05947769805789 161 => -1.0926076173782 162 => 1.4689379930496 163 => 0.57411873340607 164 => -1.3388103246689 165 => -1.231894493103 166 => 1.2571293115616 167 => 0.90426790714264 168 => 0.99096530675888 169 => 0.76848262548447 170 => -0.69367319345474 171 => -1.2934366464615 172 => -0.10514169931412 173 => 0.4003164768219 174 => 0.89091163873672 175 => -0.20140840113163 176 => -0.2182949334383 177 => -0.21670712530613 178 => 0.6975132226944 179 => -0.71832633018494 180 => 0.24035009741783 181 => -1.0940444469452 182 => 1.5824538469315 183 => 0.67241477966309 184 => -0.12159489095211 185 => -1.7075476646423 186 => 0.53972941637039 187 => 0.384441614151 188 => -0.5053773522377 189 => -1.5872116088867 190 => -0.13146290183067 191 => 1.0161995887756 192 => -1.0480303764343 193 => -1.4869818687439 194 => 0.079707890748978 195 => -0.63487774133682 196 => 1.3056367635727 197 => -0.49335333704948 198 => 0.88397026062012 199 => -0.32372730970383 200 => 0.29619893431664 201 => 0.11305744946003 202 => -0.064809717237949 203 => -0.22869159281254 204 => -0.65182375907898 205 => 1.3413407802582 206 => -0.88964068889618 207 => -0.16042424738407 208 => -0.84377998113632 209 => 0.81976479291916 210 => 0.42878350615501 211 => -1.2265524864197 212 => 0.49893614649773 213 => 0.4775887131691 214 => 0.20531931519508 215 => -0.77434062957764 216 => 0.24547608196735 217 => -0.0047426973469555 218 => 0.79640436172485 219 => 0.39166182279587 220 => 0.03843280300498 221 => -1.0256863832474 222 => 0.67445945739746 223 => 0.89895647764206 224 => 1.6223717927933 225 => -0.40702232718468 226 => -0.22993038594723 227 => 0.17501412332058 228 => -0.92953938245773 229 => 0.42579135298729 230 => -0.28356432914734 231 => -0.58759200572968 232 => 0.45389753580093 233 => 0.17304365336895 234 => 0.26745438575745 235 => 0.78935754299164 236 => 0.65165907144547 237 => 0.2539878487587 238 => 0.087758660316467 239 => 0.60405272245407 240 => 0.61331307888031 241 => 0.7878023982048 242 => 0.12104414403439 243 => -0.19638335704803 244 => -1.000749707222 245 => 0.20813030004501 246 => 0.60095298290253 247 => 0.0055203796364367 248 => 0.56649440526962 249 => 0.73654496669769 250 => -0.18143256008625 251 => 1.0064076185226 252 => -0.19813919067383 253 => 0.19281929731369 254 => 0.72482627630234 255 => -1.8020457029343 256 => -1.1613329648972 257 => 1.0881935358047 258 => 0.54885232448578 259 => -0.61414879560471 260 => 0.73142939805984 261 => 0.53786069154739 262 => 0.10372854024172 263 => -0.28605443239212 264 => -0.40412968397141 265 => -0.57093065977097 266 => -0.68932771682739 267 => -0.51009839773178 268 => -0.57981687784195 269 => 0.43034583330154 270 => -0.12906946241856 271 => 0.2396809309721 272 => -0.45860186219215 273 => 0.8771413564682 274 => 0.80478298664093 275 => -1.0387513637543 276 => 0.21559229493141 277 => -0.71313261985779 278 => -1.0380570888519 279 => -0.73331713676453 280 => -1.0405246019363 281 => -1.1211918592453 282 => -0.9949277639389 283 => -1.4070949554443 284 => 0.69996052980423 285 => 0.031062290072441 286 => 0.38823601603508 287 => -0.32571864128113 288 => 1.2498821020126 289 => 0.51225966215134 290 => -0.59557098150253 291 => 1.1670150756836 292 => 0.57737362384796 293 => 1.4394968748093 294 => -0.77587640285492 295 => 0.51633954048157 296 => 1.0192595720291 297 => -0.52902227640152 298 => -0.66841953992844 299 => 0.019606489688158 300 => -0.16856737434864 301 => -0.30305114388466 302 => 1.0616080760956 303 => 0.85951167345047 304 => -0.22718700766563 305 => 0.072862774133682 306 => 0.039980571717024 307 => -0.8301756978035 308 => 0.50548011064529 309 => -0.2593474984169 310 => -1.3629138469696 311 => 1.0781362056732 312 => -0.77054846286774 313 => 0.013695837929845 314 => -1.9844198226929 315 => 1.0950999259949 316 => 0.0040121329948306 317 => 0.32040503621101 318 => 2.8160662651062 319 => -0.47343391180038 320 => 0.47504270076752 321 => -0.64041084051132 322 => -0.034800887107849 323 => -1.2445381879807 324 => -0.88582074642181 325 => 0.48767820000648 326 => -0.96628367900848 327 => -0.36541178822517 328 => -1.5607063770294 329 => -0.061172880232334 330 => 0.23717506229877 331 => -0.3700031042099 332 => 1.4921298027039 333 => -0.56120657920837 334 => -0.92352718114853 335 => 0.022376667708158 336 => -0.47059309482574 337 => 0.3341549038887 338 => -0.1296112537384 339 => 1.9062106609344 340 => 0.1317021548748 341 => 0.053984396159649 342 => 0.7605898976326 343 => -1.22001516819 344 => -1.3994679450989 345 => -0.53723788261414 346 => -1.1798371076584 347 => -0.12637260556221 348 => 1.1313261985779 349 => -0.13846834003925 350 => -1.0113130807877 351 => -0.20430138707161 352 => 0.094222664833069 353 => 0.54429596662521 354 => -0.10873372107744 355 => 0.23889987170696 356 => 0.80271351337433 357 => 0.45936307311058 358 => 1.3411945104599 359 => 0.35411363840103 360 => 0.42850887775421 361 => -1.1276714801788 362 => -0.026442559435964 363 => -0.0040081185288727 364 => 0.19423016905785 365 => 0.71344518661499 366 => 0.8264816403389 367 => 0.33349487185478 368 => 1.4744864702225 369 => -0.38429024815559 370 => -0.51564198732376 371 => 1.2950301170349 372 => -0.24484944343567 373 => 1.6721421480179 374 => -0.55492579936981 375 => -0.42919605970383 376 => -0.51701015233994 377 => -0.24802768230438 378 => -0.9018143415451 379 => 0.25174361467361 380 => 0.88695257902145 381 => 0.015404771082103 382 => -0.54634666442871 383 => 0.59107971191406 384 => 0.4572682082653 385 => -0.1164548844099 386 => -0.16035604476929 387 => -0.25588881969452 388 => -0.66844338178635 389 => 0.10767307132483 390 => 0.34570351243019 391 => -0.053617116063833 392 => -1.0130088329315 393 => 0.55919271707535 394 => 1.0559411048889 395 => -0.29040491580963 396 => 1.0159296989441 397 => -0.55399197340012 398 => 1.6795353889465 399 => 0.16398620605469 400 => 0.27799877524376 401 => -1.2387617826462 402 => -0.3470450937748 403 => -0.83610558509827 404 => 0.11341715604067 405 => 1.1999822854996 406 => -0.72633737325668 407 => -0.93492156267166 408 => 0.11830299347639 409 => -0.61604744195938 410 => 0.62702196836472 411 => -0.35906770825386 412 => 0.18186351656914 413 => -1.0272603034973 414 => -0.26339727640152 415 => 0.25121369957924 416 => 0.59414052963257 417 => -0.36322754621506 418 => -0.0014427083078772 419 => 1.0501602888107 420 => 0.65970742702484 421 => 0.86354792118073 422 => -1.1006727218628 423 => -1.3878358602524 424 => -0.67541027069092 425 => 1.2814546823502 426 => 0.46433162689209 427 => 1.6472421884537 428 => -0.27816036343575 429 => -2.6357407569885 430 => 0.15664352476597 431 => 1.5623681545258 432 => -0.20962174236774 433 => 0.43233680725098 434 => -0.67352604866028 435 => -0.16096743941307 436 => -1.3239936828613 437 => -0.067974306643009 438 => -1.0585625171661 439 => 0.60639894008636 440 => 0.14072781801224 441 => -0.62627708911896 442 => -0.55010306835175 443 => -0.81797760725021 444 => 0.44398564100266 445 => 1.516451716423 446 => 0.47634840011597 447 => -0.98371946811676 448 => -0.49797260761261 449 => -0.28146886825562 450 => 0.13988851010799 451 => 0.45005002617836 452 => 0.46055421233177 453 => 0.1807187050581 454 => 1.6311858892441 455 => -0.95429104566574 456 => -0.14707228541374 457 => 0.57614278793335 458 => 0.5722958445549 459 => 0.071584098041058 460 => 0.10559294372797 461 => 1.0526282787323 462 => -0.78359985351562 463 => 0.2471856623888 464 => 0.28902113437653 465 => -1.4188408851624 466 => -0.38896802067757 467 => 0.11322166770697 468 => 0.35595679283142 469 => 0.71552532911301 470 => -0.43512919545174 471 => 0.22731924057007 472 => 0.8891099691391 473 => -0.4221433699131 474 => -0.4220315515995 475 => 0.20440521836281 476 => -0.67994487285614 477 => -0.36756214499474 478 => 1.2806708812714 479 => 1.0478314161301 480 => -0.2200540304184 481 => -1.0645959377289 482 => -1.1725533008575 483 => -0.39445444941521 484 => 0.66874277591705 485 => 0.47263538837433 486 => 0.80546009540558 487 => -0.57424747943878 488 => -0.21531683206558 489 => -0.66738444566727 490 => 0.75322645902634 491 => 0.94521206617355 492 => 0.6564981341362 493 => 0.011406058445573 494 => -1.1547892093658 495 => 0.71517014503479 496 => -0.37149825692177 497 => 0.020571306347847 498 => 1.31656229496 499 => -0.86365300416946 500 => 0.20359787344933 501 => -0.1031506061554 502 => -0.22388246655464 503 => -0.1913376301527 504 => 0.44361326098442 505 => -0.54462105035782 506 => 0.86894124746323 507 => -1.5393570661545 508 => -0.5727823972702 509 => 1.497202038765 510 => -0.55182856321335 511 => 0.70843589305878 512 => 1.3823478221893 513 => 0.67734241485596 514 => 0.51387065649033 515 => -1.8982297182083 516 => -0.87294381856918 517 => 0.66274172067642 518 => -0.89580351114273 519 => 0.01383425667882 520 => 0.74119275808334 521 => -0.8451589345932 522 => -0.26556724309921 523 => -0.039672788232565 524 => 0.25089246034622 525 => 0.71174883842468 526 => 0.52264934778214 527 => -0.48040193319321 528 => 1.087855219841 529 => -0.36004668474197 530 => -0.2717998623848 531 => -0.037467796355486 532 => -0.73311495780945 533 => 0.71282160282135 534 => 0.30709451436996 535 => 0.41657438874245 536 => -0.46142366528511 537 => 1.2482633590698 538 => 0.61622911691666 539 => 0.62112706899643 540 => -0.36683601140976 541 => -0.12082010507584 542 => 0.47077775001526 543 => -0.70751875638962 544 => 0.92615813016891 545 => 0.055960543453693 546 => -0.92968326807022 547 => 0.83799308538437 548 => 0.28143179416656 549 => -0.89124804735184 550 => 0.088510908186436 551 => -0.35925802588463 552 => -0.5224946141243 553 => -0.41473999619484 554 => -0.2841677069664 555 => -0.69216620922089 556 => -0.36153134703636 557 => 0.22533875703812 558 => -0.69440484046936 559 => 0.38759145140648 560 => 0.8916962146759 561 => 0.97035050392151 562 => 1.3601642847061 563 => 0.14184114336967 564 => -0.53106641769409 565 => -0.90239733457565 566 => 0.19987393915653 567 => -0.2875129878521 568 => 0.74614506959915 569 => 0.022254189476371 570 => -0.074722170829773 571 => -0.55297827720642 572 => 0.319206148386 573 => 0.88569301366806 574 => -0.87912291288376 575 => 0.45966431498528 576 => -0.11777417361736 577 => -0.78165459632874 578 => -1.7996220588684 579 => -0.217225253582 580 => 0.83478271961212 581 => -0.19060435891151 582 => -1.5029077529907 583 => 0.93674409389496 584 => -0.90263283252716 585 => 0.47455868124962 586 => -0.37065321207047 587 => -1.3236417770386 588 => 0.2347037345171 589 => 0.01020934805274 590 => -0.18419279158115 591 => 0.93680799007416 592 => -0.51736664772034 593 => 0.34692123532295 594 => -0.0090744523331523 595 => -0.078507401049137 596 => -0.22435972094536 597 => -0.21456182003021 598 => -0.44412669539452 599 => -1.0966167449951 600 => -0.36029240489006 601 => 0.18054783344269 602 => 0.82959824800491 603 => -2.1094253063202 604 => 0.54801690578461 605 => 0.73974549770355 606 => -0.88029158115387 607 => 1.7057996988297 608 => 0.16765381395817 609 => 0.30267038941383 610 => -0.68230277299881 611 => 0.085492745041847 612 => 0.55871474742889 613 => -0.45342189073563 614 => 1.6990702152252 615 => -0.036274004727602 616 => 0.28917527198792 617 => 0.38098993897438 618 => -1.0989829301834 619 => -0.68438571691513 620 => -0.67641317844391 621 => -1.2195986509323 622 => 0.27001929283142 623 => -1.7128890752792 624 => 1.3358569145203 625 => -0.34976330399513 626 => -1.1755819320679 627 => -1.4130543470383 628 => 1.1333785057068 629 => 1.2995561361313 630 => -0.82462012767792 631 => -0.099181599915028 632 => -0.19840015470982 633 => -1.3224546909332 634 => -0.85819685459137 635 => 0.28238207101822 636 => -1.2120845317841 637 => 0.86056303977966 638 => 0.14268207550049 639 => 1.0467504262924 640 => -0.072483047842979 641 => 0.0078767538070679 642 => 0.55511677265167 643 => 0.25757959485054 644 => 0.65084266662598 645 => -0.78795117139816 646 => 1.2746303081512 647 => 1.0198916196823 648 => 0.49738022685051 649 => -0.35083794593811 650 => 1.555291891098 651 => 0.43078845739365 652 => 0.097258128225803 653 => -0.53056520223618 654 => -0.019763184711337 655 => -0.61423373222351 656 => 0.33744758367538 657 => 0.14993117749691 658 => 0.36008358001709 659 => -0.22313068807125 660 => -0.9354659318924 661 => 0.31214591860771 662 => -0.22693622112274 663 => -0.38062170147896 664 => 0.98552393913269 665 => 0.056376457214355 666 => -0.44103688001633 667 => -0.68358367681503 668 => -0.95760458707809 669 => 0.13118951022625 670 => 0.27585145831108 671 => -0.99303179979324 672 => -0.67323899269104 673 => 0.34915912151337 674 => -0.5252131819725 675 => 0.59762418270111 676 => -0.0053520975634456 677 => 1.1830140352249 678 => -0.26465329527855 679 => -0.1201361566782 680 => 1.1033451557159 681 => -0.064121343195438 682 => 0.80956488847733 683 => -0.54686146974564 684 => -0.55169969797134 685 => -0.92822176218033 686 => 1.2733221054077 687 => -0.58281475305557 688 => -0.6761029958725 689 => -0.40951469540596 690 => -0.23689359426498 691 => -1.5752507448196 692 => 0.41398790478706 693 => 0.5613831281662 694 => 0.27459171414375 695 => 1.1529684066772 696 => -0.90968960523605 697 => 0.71601736545563 698 => -0.20844462513924 699 => 1.5878434181213 700 => 0.39513364434242 701 => -0.11686655133963 702 => 0.25824841856956 703 => -0.088479675352573 704 => -1.2016118764877 705 => -1.1194865703583 706 => 0.10011248290539 707 => -0.58817178010941 708 => -0.88616341352463 709 => -0.02843620069325 710 => -0.77703791856766 711 => 1.1168224811554 712 => 0.77096164226532 713 => 1.0089350938797 714 => 1.7919070720673 715 => -0.075304456055164 716 => -1.7148659229279 717 => -1.5806879997253 718 => -0.037895563989878 719 => -0.33228451013565 720 => 0.89404201507568 721 => -0.01982250995934 722 => -0.20593683421612 723 => -0.8031165599823 724 => -0.084063611924648 725 => -1.4230533838272 726 => -0.85015249252319 727 => -1.0323441028595 728 => 0.30753204226494 729 => 0.63058263063431 730 => -0.57785391807556 731 => 0.23911575973034 732 => -0.74501311779022 733 => 0.46009132266045 734 => 0.29243862628937 735 => 1.4322642087936 736 => -0.49633210897446 737 => -0.42252179980278 738 => -1.1575795412064 739 => -1.0096964836121 740 => -1.2181973457336 741 => -0.49516722559929 742 => 1.0264582633972 743 => 1.023824095726 744 => -0.45281401276588 745 => 1.1044864654541 746 => -0.999984562397 747 => 0.011313578113914 748 => 0.45913517475128 749 => 1.0514417886734 750 => -0.23747296631336 751 => -0.60145401954651 752 => -0.61530339717865 753 => 0.78109431266785 754 => 0.40100038051605 755 => 0.34210708737373 756 => -1.2102611064911 757 => 0.83916836977005 758 => 1.5763729810715 759 => 0.29541370272636 760 => 0.043577156960964 761 => -0.64795869588852 762 => 1.5520602464676 763 => -0.001438598963432 764 => 0.26768523454666 765 => -1.0799535512924 766 => -0.70646589994431 767 => 0.025912245735526 ] "id" => "31869" "image" => "9781783749225.jpg.jpg" "input_date" => 1670418383 "isbn_issn" => "9781783749225" "items" => array:1 [▶ 0 => array:5 [▶ "call_number" => "338.5 OSB m" "coll_type_name" => "Ebook" "item_code" => "EB00495K" "item_status_id" => "0" "location_id" => "" ] ] "last_update" => 1670418383 "node" => "library" "publish_place" => "Cambridge, UK" "publish_year" => 2020 "publisher" => "Open Book Publishers" "title" => "Models in microeconomic theory" "topics" => array:2 [▶ 0 => "Humans" 1 => "Models, Biological" ] "raw" => array:5 [▶ "document" => array:15 [▶ "authors" => array:2 [▶ 0 => "Osborne, Martin J." 1 => "Rubinstein, Ariel" ] "biblio_id" => "31869" "embedding" => array:768 [▶ 0 => 0.65953058004379 1 => 1.017272233963 2 => -3.7627255916595 3 => -0.1571743786335 4 => 0.17579397559166 5 => 0.60948699712753 6 => -0.39745333790779 7 => -1.3331869840622 8 => -0.016570772975683 9 => 0.96958100795746 10 => -0.99556785821915 11 => 0.10314830392599 12 => 1.985976934433 13 => -0.20722489058971 14 => -0.22147101163864 15 => 0.014593217521906 16 => -1.2553824186325 17 => 0.57078629732132 18 => -0.68294125795364 19 => 0.94169956445694 20 => -0.61860984563828 21 => -0.3599579334259 22 => -0.16432861983776 23 => -0.38977867364883 24 => 1.5847733020782 25 => 0.90637212991714 26 => 0.49058973789215 27 => 0.43117406964302 28 => 0.79270303249359 29 => -0.48442846536636 30 => -0.016689196228981 31 => -1.1208220720291 32 => 0.047217946499586 33 => -1.2918887138367 34 => -1.5673860311508 35 => -0.90567761659622 36 => 2.1242127418518 37 => 1.7566840648651 38 => 0.23171988129616 39 => 0.22029104828835 40 => 0.31608420610428 41 => 0.41827392578125 42 => -0.34423050284386 43 => -0.92293661832809 44 => 0.85988610982895 45 => 0.60564786195755 46 => 0.83931303024292 47 => 0.13954722881317 48 => 0.71971189975739 49 => -0.5453394651413 50 => 1.3931272029877 51 => 0.35915419459343 52 => 0.99449771642685 53 => 0.3531731069088 54 => 0.51701599359512 55 => 0.97635489702225 56 => 0.030498459935188 57 => 0.14006546139717 58 => 0.58653247356415 59 => -0.14762909710407 60 => 1.0848644971848 61 => 1.876103758812 62 => -1.3430418968201 63 => 1.2096027135849 64 => 1.4278836250305 65 => 0.059235990047455 66 => -0.36114424467087 67 => 0.15373551845551 68 => 0.62289547920227 69 => -1.0544657707214 70 => 0.43013054132462 71 => -0.39336812496185 72 => 0.34149023890495 73 => -0.81930309534073 74 => -0.2082940787077 75 => -0.11946350336075 76 => -1.3541524410248 …691 ] "id" => "31869" "image" => "9781783749225.jpg.jpg" "input_date" => 1670418383 "isbn_issn" => "9781783749225" "items" => array:1 [ …1] "last_update" => 1670418383 "node" => "library" "publish_place" => "Cambridge, UK" "publish_year" => 2020 "publisher" => "Open Book Publishers" "title" => "Models in microeconomic theory" "topics" => array:2 [ …2] ] "highlight" => array:1 [▶ "authors" => array:2 [ …2] ] "highlights" => array:1 [▶ 0 => array:4 [ …4] ] "text_match" => 100013 "text_match_info" => array:5 [▶ "best_field_score" => "48" "best_field_weight" => 213 "fields_matched" => 5 "score" => "100013" "tokens_matched" => 0 ] ] ] ]
Rubinstein, Ariel; Osborne, Martin J.
(2020)
Models in microeconomic theory
Availability
- Undefined Tersedia 1
Osborne, Martin J.; Rubinstein, Ariel.
(2020)
Models in microeconomic theory
Availability
- Undefined Tersedia 1