Result Search
# Debug Box
/var/www/html/opac/plugins/typesense-searchengine/src/TypesenseSearchEngine.php:30 "Search Engine Debug 🔎 🪲"
Engine Type ⚙️: "IdoAlit\SearchEngine\TypesenseSearchEngine"
Result 🔎: array:8 [ "facet_counts" => array:4 [ 0 => array:4 [ "counts" => array:1 [ 0 => array:3 [ "count" => 1 "highlighted" => "2005" "value" => "2005" ] ] "field_name" => "publish_year" "sampled" => false "stats" => array:5 [ "avg" => 2005.0 "max" => 2005.0 "min" => 2005.0 "sum" => 2005.0 "total_values" => 1 ] ] 1 => array:4 [ "counts" => array:2 [ 0 => array:3 [ "count" => 1 "highlighted" => "Humans" "value" => "Humans" ] 1 => array:3 [ "count" => 1 "highlighted" => "United States" "value" => "United States" ] ] "field_name" => "topics" "sampled" => false "stats" => array:1 [ "total_values" => 2 ] ] 2 => array:4 [ "counts" => array:1 [ 0 => array:3 [ "count" => 1 "highlighted" => "Radke, Marc Peter" "value" => "Radke, Marc Peter" ] ] "field_name" => "authors" "sampled" => false "stats" => array:1 [ "total_values" => 1 ] ] 3 => array:4 [ "counts" => array:1 [ 0 => array:3 [ "count" => 1 "highlighted" => "" "value" => "" ] ] "field_name" => "items.location_id" "sampled" => false "stats" => array:1 [ "total_values" => 1 ] ] ] "found" => 1 "hits" => array:1 [ 0 => array:5 [ "document" => array:15 [ "authors" => array:1 [ 0 => "Radke, Marc Peter" ] "biblio_id" => "33899" "embedding" => array:768 [ 0 => 1.9353983402252 1 => 0.9164776802063 2 => -3.9366672039032 3 => -0.85359185934067 4 => 1.4901695251465 5 => -0.58748561143875 6 => 0.87598812580109 7 => -0.69804239273071 8 => 0.59417289495468 9 => -0.51496338844299 10 => -0.34015002846718 11 => 0.11679007858038 12 => 1.8990017175674 13 => 1.3829476833344 14 => 0.7197003364563 15 => -0.73458349704742 16 => -1.5802632570267 17 => 0.5216498374939 18 => -1.0416011810303 19 => 0.95183628797531 20 => -0.88121676445007 21 => 0.090389780700207 22 => 0.34105622768402 23 => 0.29672729969025 24 => 1.0133907794952 25 => 1.1083217859268 26 => -0.39891359210014 27 => 0.28559592366219 28 => -0.0084821321070194 29 => -0.74342727661133 30 => 0.35866937041283 31 => 0.14844608306885 32 => -0.24983438849449 33 => -1.6307965517044 34 => -1.2156761884689 35 => -0.67914682626724 36 => 1.033186674118 37 => -0.012960031628609 38 => 0.50146520137787 39 => -0.94959533214569 40 => 0.28554111719131 41 => 0.73262679576874 42 => 1.5226165056229 43 => -0.98386174440384 44 => 0.24983461201191 45 => -0.4714840054512 46 => 0.047824278473854 47 => 0.18651914596558 48 => -0.29601684212685 49 => -0.47887259721756 50 => 0.55362957715988 51 => -0.27202853560448 52 => 0.92148923873901 53 => -0.7126539349556 54 => 0.68728637695312 55 => 1.4516575336456 56 => 0.013115245848894 57 => 0.82097196578979 58 => 0.42452532052994 59 => -1.0781559944153 60 => 1.3421347141266 61 => 0.63717365264893 62 => 1.224169254303 63 => 0.38666158914566 64 => 0.57766658067703 65 => -0.41110879182816 66 => -0.58807438611984 67 => 1.3259968757629 68 => 1.0867592096329 69 => -0.58967161178589 70 => 0.62080276012421 71 => -0.71979469060898 72 => -0.017507709562778 73 => 0.060371544212103 74 => -0.57792997360229 75 => 0.45393586158752 76 => -1.5853501558304 77 => 0.43165135383606 78 => -0.27874565124512 79 => 0.80028277635574 80 => 0.18662327528 81 => 0.23322930932045 82 => 1.1310946941376 83 => -0.72750067710876 84 => 1.3382394313812 85 => 0.49563631415367 86 => 0.36263874173164 87 => 0.026802539825439 88 => 0.25836238265038 89 => 0.029462423175573 90 => -0.27316153049469 91 => -0.86868441104889 92 => 0.94985967874527 93 => 1.0267711877823 94 => -1.4631831645966 95 => 0.0096207708120346 96 => -0.75410747528076 97 => 0.34390842914581 98 => -0.8730936050415 99 => -0.60945916175842 100 => -0.77355939149857 101 => -0.23678468167782 102 => 0.17282043397427 103 => -1.3026571273804 104 => 0.22397419810295 105 => 0.10699088871479 106 => -0.37657201290131 107 => 0.0098684765398502 108 => 1.2351350784302 109 => 0.076691143214703 110 => -1.0839505195618 111 => 1.2004683017731 112 => -0.21782000362873 113 => -0.32488667964935 114 => 0.29536303877831 115 => 0.20865511894226 116 => 1.0176281929016 117 => 0.40751883387566 118 => 0.37131723761559 119 => 0.98129349946976 120 => -1.8371323347092 121 => -0.48729673027992 122 => -0.083711251616478 123 => 1.573765873909 124 => 0.040648117661476 125 => 0.98975789546967 126 => 0.52041780948639 127 => 0.77174425125122 128 => 1.2450430393219 129 => -0.50860822200775 130 => 0.32941034436226 131 => 0.23832993209362 132 => 0.25480109453201 133 => -0.18037541210651 134 => 1.677312374115 135 => 0.79141193628311 136 => -0.30630844831467 137 => -0.42848700284958 138 => -0.34694936871529 139 => 1.1739641427994 140 => 0.9943630695343 141 => -0.37330558896065 142 => -0.16841007769108 143 => -0.43063905835152 144 => -0.49684619903564 145 => -0.068567596375942 146 => -0.0082790665328503 147 => -0.8740371465683 148 => 0.03340458124876 149 => -0.35142573714256 150 => -0.28401175141335 151 => 1.4747743606567 152 => -1.0578216314316 153 => 0.089418441057205 154 => 2.1077139377594 155 => 0.018853053450584 156 => -0.53447061777115 157 => -0.68097221851349 158 => -0.57943004369736 159 => 0.16666622459888 160 => 1.2707847356796 161 => -0.97876954078674 162 => -0.65146934986115 163 => 0.9746960401535 164 => -1.8220416307449 165 => -0.59029197692871 166 => 0.9157680273056 167 => 1.2952380180359 168 => 0.21671134233475 169 => 0.75588691234589 170 => -0.68614369630814 171 => -1.0959020853043 172 => -0.34379649162292 173 => -0.26460713148117 174 => 0.43542990088463 175 => 0.39136058092117 176 => 0.66829288005829 177 => -0.32572707533836 178 => -0.096725538372993 179 => -0.47040155529976 180 => 0.075376749038696 181 => -0.57375943660736 182 => 1.7654083967209 183 => 1.0846924781799 184 => 0.71355724334717 185 => 0.014963075518608 186 => 0.46387833356857 187 => 0.56721568107605 188 => -0.37566071748734 189 => -0.77213394641876 190 => -0.047508500516415 191 => 0.018096877261996 192 => -0.10320953279734 193 => -0.27665120363235 194 => -0.67853599786758 195 => -0.52698403596878 196 => 0.45207729935646 197 => -0.71217691898346 198 => -0.85420739650726 199 => -0.44359692931175 200 => 0.15812866389751 201 => 0.13122165203094 202 => -0.33087000250816 203 => 0.18971815705299 204 => -0.69725567102432 205 => 1.9377863407135 206 => -0.58460134267807 207 => 0.21488344669342 208 => -0.28750854730606 209 => 0.64936691522598 210 => 1.5460617542267 211 => -1.1612278223038 212 => -1.2214161157608 213 => 0.025262866169214 214 => -0.3457612991333 215 => -0.15428191423416 216 => 0.99783825874329 217 => -0.50125855207443 218 => 0.13025823235512 219 => 0.39751082658768 220 => 0.39150241017342 221 => -0.13732500374317 222 => -0.31627744436264 223 => -0.50255614519119 224 => 1.6650030612946 225 => 0.22949674725533 226 => -0.54083096981049 227 => -0.1349878013134 228 => 0.23406268656254 229 => 0.13649852573872 230 => -0.70127302408218 231 => -1.1989464759827 232 => 0.40835624933243 233 => 0.62663042545319 234 => 0.39532840251923 235 => 1.1368443965912 236 => 1.0440697669983 237 => 0.80285650491714 238 => 0.17243629693985 239 => 0.3095455467701 240 => 0.4210097193718 241 => 0.29024457931519 242 => 0.17164742946625 243 => -0.65468627214432 244 => -0.66820973157883 245 => 0.41737931966782 246 => 0.20091259479523 247 => 0.068480789661407 248 => 0.51517033576965 249 => 0.19375762343407 250 => 0.5654262304306 251 => -0.68032193183899 252 => 0.25274899601936 253 => -0.075330883264542 254 => 0.73110604286194 255 => -1.4154955148697 256 => 1.1302000284195 257 => 0.97979950904846 258 => 0.15958201885223 259 => 0.57224994897842 260 => 1.218039393425 261 => 1.0728185176849 262 => 0.21854355931282 263 => -0.28206217288971 264 => -1.434047460556 265 => -0.88231438398361 266 => -0.12317180633545 267 => 0.64282590150833 268 => -1.0074011087418 269 => -0.87050861120224 270 => 0.50915330648422 271 => 0.040644582360983 272 => 0.17281231284142 273 => 1.0432679653168 274 => -0.64309012889862 275 => -1.1366622447968 276 => 0.33358356356621 277 => -0.88899844884872 278 => -0.39730730652809 279 => -0.78398370742798 280 => -0.54668152332306 281 => -0.60499036312103 282 => -0.0074564442038536 283 => -0.35494446754456 284 => 0.061882149428129 285 => 1.0073349475861 286 => 0.28816044330597 287 => 1.7222503423691 288 => 0.32913857698441 289 => 0.97543299198151 290 => 1.092357635498 291 => -0.44537189602852 292 => -0.63751566410065 293 => 0.90780359506607 294 => -1.3566751480103 295 => 0.34919971227646 296 => 1.1520102024078 297 => -0.35386580228806 298 => 0.27681177854538 299 => -0.45116779208183 300 => 0.81609052419662 301 => 0.32760632038116 302 => -0.16506564617157 303 => 0.63805532455444 304 => -0.14096242189407 305 => 0.46978384256363 306 => 0.57025068998337 307 => -0.5686143040657 308 => 0.6364643573761 309 => -0.63877099752426 310 => -0.68357384204865 311 => -0.067714720964432 312 => -0.46507102251053 313 => 1.0763585567474 314 => -1.3657563924789 315 => 1.2506172657013 316 => 1.2193462848663 317 => 0.60064673423767 318 => 1.7100555896759 319 => 0.62840759754181 320 => -0.93678081035614 321 => -0.72260081768036 322 => -0.95596152544022 323 => -1.198441028595 324 => 0.12020297348499 325 => 0.78167527914047 326 => -1.8047208786011 327 => 0.36273464560509 328 => -0.73651087284088 329 => -0.99323630332947 330 => -0.037911720573902 331 => -0.57876706123352 332 => 0.66623246669769 333 => -1.5700054168701 334 => -0.36427214741707 335 => -0.29297804832458 336 => 0.33478972315788 337 => 0.013069652020931 338 => -0.35489502549171 339 => 1.2547866106033 340 => 0.67930853366852 341 => -0.19540077447891 342 => -0.19190292060375 343 => -0.92197877168655 344 => -0.95583742856979 345 => -0.014015644788742 346 => -0.36413508653641 347 => -0.02434703707695 348 => 0.95455229282379 349 => -0.97934806346893 350 => -1.0112007856369 351 => -0.13631147146225 352 => -0.49639678001404 353 => -0.10360430181026 354 => -0.39508026838303 355 => 0.2003850787878 356 => 0.4937926530838 357 => 0.75680243968964 358 => 0.46336421370506 359 => 0.41723132133484 360 => 0.82532918453217 361 => -2.0210618972778 362 => -0.51749807596207 363 => 0.2456773519516 364 => 0.44994002580643 365 => 0.47012570500374 366 => 1.5701085329056 367 => 0.039139643311501 368 => -0.42230129241943 369 => -0.39338174462318 370 => -0.75361496210098 371 => 0.81437414884567 372 => -0.36838531494141 373 => 0.013358321040869 374 => 0.72105300426483 375 => -0.81150656938553 376 => -0.61310917139053 377 => -0.19231835007668 378 => -1.0914477109909 379 => 0.89677226543427 380 => 0.63022935390472 381 => 0.075028099119663 382 => 0.674087703228 383 => 0.54286599159241 384 => 0.58783209323883 385 => 0.2909434735775 386 => -0.7011741399765 387 => -0.37672463059425 388 => -0.66960197687149 389 => 0.48094242811203 390 => 0.52610915899277 391 => -1.3405394554138 392 => 0.18396216630936 393 => 0.29565986990929 394 => 1.361243724823 395 => -0.43841218948364 396 => 0.14482465386391 397 => 1.0336117744446 398 => 0.47578582167625 399 => 0.60312813520432 400 => 0.30718797445297 401 => -1.4313932657242 402 => -0.33530953526497 403 => -0.49938699603081 404 => -0.082172952592373 405 => 0.86988401412964 406 => -0.73295038938522 407 => -2.5874910354614 408 => 0.082874692976475 409 => -0.32039818167686 410 => 1.2054324150085 411 => 0.85950726270676 412 => -0.64279323816299 413 => -1.2489939928055 414 => 1.1381189823151 415 => 0.97592544555664 416 => 2.4099359512329 417 => 0.39370110630989 418 => 0.23614367842674 419 => 1.1188948154449 420 => -0.18151372671127 421 => 0.82739806175232 422 => -1.2651166915894 423 => -0.29237616062164 424 => 0.57024705410004 425 => 0.44406270980835 426 => -0.41500952839851 427 => 0.52613615989685 428 => 0.37295895814896 429 => -0.75384032726288 430 => 0.32686698436737 431 => 0.54744619131088 432 => 1.191202878952 433 => -0.72461980581284 434 => 0.16601811349392 435 => -0.19403785467148 436 => -0.47612816095352 437 => 0.96812772750854 438 => -0.27493938803673 439 => 0.83540922403336 440 => 1.1822695732117 441 => -1.2039572000504 442 => -0.68049085140228 443 => -0.93458342552185 444 => 0.36115100979805 445 => 1.4642210006714 446 => 1.107316493988 447 => -0.72750049829483 448 => -0.32443830370903 449 => -0.48881819844246 450 => -0.79144459962845 451 => 1.1667973995209 452 => -0.055371448397636 453 => 0.451779961586 454 => 1.454341173172 455 => -1.1751759052277 456 => -0.63853400945663 457 => 1.1921154260635 458 => -0.97804766893387 459 => 0.62557649612427 460 => 0.60994750261307 461 => 0.37481665611267 462 => -0.98989987373352 463 => -0.26021128892899 464 => 0.51445066928864 465 => -0.13824316859245 466 => 0.86871355772018 467 => -1.4913597106934 468 => 0.60459899902344 469 => 0.59820371866226 470 => -0.68203669786453 471 => 0.30179589986801 472 => -0.012302123010159 473 => -1.3000319004059 474 => 0.66468060016632 475 => -0.29801481962204 476 => 0.57738542556763 477 => 0.18544687330723 478 => 0.76864475011826 479 => 0.69105994701385 480 => 0.78770071268082 481 => 0.16849806904793 482 => -0.1513923406601 483 => -0.18624110519886 484 => -0.16776844859123 485 => 0.34263148903847 486 => 1.0445916652679 487 => -1.1200581789017 488 => 0.85261654853821 489 => -0.43984267115593 490 => 0.6056507229805 491 => 0.68539088964462 492 => -0.18745346367359 493 => -0.45728397369385 494 => -0.18333055078983 495 => -0.23818059265614 496 => 0.49625459313393 497 => -0.8868014216423 498 => 0.11102202534676 499 => -0.55824416875839 500 => 0.57540762424469 501 => 0.27421164512634 502 => -0.029934573918581 503 => 0.17171332240105 504 => 1.1473443508148 505 => -0.26708176732063 506 => 0.635318338871 507 => -0.47939002513885 508 => -0.47554460167885 509 => 0.7500969171524 510 => -0.23124548792839 511 => -0.39995521306992 512 => 0.10644038766623 513 => 1.121878862381 514 => 1.2339338064194 515 => -1.2871010303497 516 => 0.095802009105682 517 => -0.98256009817123 518 => 0.0039446130394936 519 => -0.26573571562767 520 => -0.52802348136902 521 => -0.53939563035965 522 => -0.67626041173935 523 => -0.2509269118309 524 => -0.6578334569931 525 => -0.17268915474415 526 => -0.67402279376984 527 => -1.0144808292389 528 => 0.6450132727623 529 => -0.59315729141235 530 => -0.075540475547314 531 => -0.25617808103561 532 => 0.32315662503242 533 => -0.066145554184914 534 => 0.59265613555908 535 => -0.0546621568501 536 => -0.48213869333267 537 => 0.75402438640594 538 => 0.68301802873611 539 => 0.47967278957367 540 => -0.67548340559006 541 => 0.68608283996582 542 => 0.48151904344559 543 => -0.024598687887192 544 => 0.23433202505112 545 => -0.16232833266258 546 => -0.089736461639404 547 => 0.027882467955351 548 => 0.03727050870657 549 => -0.42591366171837 550 => 0.31465223431587 551 => -0.70701771974564 552 => 0.98784995079041 553 => -1.30719602108 554 => 0.17004418373108 555 => 0.075775220990181 556 => 0.55453336238861 557 => -1.0609006881714 558 => -0.64627879858017 559 => 0.19125388562679 560 => -0.18997746706009 561 => -0.11703841388226 562 => 1.0647466182709 563 => 0.01735670492053 564 => 0.46917191147804 565 => 0.023145027458668 566 => 0.87067627906799 567 => 0.055737748742104 568 => 1.2259076833725 569 => 0.70865124464035 570 => 0.80329245328903 571 => -0.86384904384613 572 => 0.28003257513046 573 => -0.36295202374458 574 => -0.13830545544624 575 => 0.23293209075928 576 => 0.33629485964775 577 => 0.37144750356674 578 => -1.5548934936523 579 => -1.1991075277328 580 => -0.1459922939539 581 => -0.52398830652237 582 => 0.28603208065033 583 => 0.82730460166931 584 => -0.83304578065872 585 => -0.68434864282608 586 => -0.25755396485329 587 => -0.58879762887955 588 => 0.0306086987257 589 => -0.67018884420395 590 => 0.61379957199097 591 => 0.45512372255325 592 => -0.030692592263222 593 => -0.3622752726078 594 => 0.19446466863155 595 => 0.78756237030029 596 => 0.019065402448177 597 => -0.58261394500732 598 => -0.59058922529221 599 => -1.0147681236267 600 => -0.41235589981079 601 => 1.5698376893997 602 => 0.880883872509 603 => -1.2266931533813 604 => -0.65865349769592 605 => 0.031921792775393 606 => 0.47153905034065 607 => 0.19156858325005 608 => 0.47039020061493 609 => 0.7732982635498 610 => 0.64355456829071 611 => 0.36452013254166 612 => 0.64607858657837 613 => -0.1622287184 614 => 0.30243504047394 615 => -0.0081013850867748 616 => 0.56854581832886 617 => 0.15635919570923 618 => -0.041667029261589 619 => -0.64819693565369 620 => -0.81270915269852 621 => -1.2837098836899 622 => 1.8895125389099 623 => -0.75025576353073 624 => 1.0761957168579 625 => -0.19589287042618 626 => -1.0744595527649 627 => -1.2585920095444 628 => 0.89722621440887 629 => 0.55438470840454 630 => -0.90103435516357 631 => -0.2638658285141 632 => -1.0894103050232 633 => 0.0050627328455448 634 => -1.2769587039948 635 => 1.8371917009354 636 => -1.5166636705399 637 => 0.4262108206749 638 => -0.5041663646698 639 => -0.34932634234428 640 => 0.34759390354156 641 => -0.26290273666382 642 => -0.10630611330271 643 => 0.05954172834754 644 => 0.44080731272697 645 => -0.95794403553009 646 => -0.013462856411934 647 => -0.4036477804184 648 => 1.0626028776169 649 => -0.17452263832092 650 => 1.6599831581116 651 => 0.38384780287743 652 => 0.40705597400665 653 => 0.63643455505371 654 => -0.31669643521309 655 => 0.0029267184436321 656 => 0.87509918212891 657 => -0.70371568202972 658 => -0.60266923904419 659 => -1.0554811954498 660 => -0.47489729523659 661 => 0.8704206943512 662 => -0.22456938028336 663 => 0.091020137071609 664 => -0.14127238094807 665 => 0.61693978309631 666 => 1.0175013542175 667 => -0.64126044511795 668 => -0.57010132074356 669 => -0.14678445458412 670 => 0.74604964256287 671 => -0.39947870373726 672 => -0.096784606575966 673 => -0.65761035680771 674 => -0.38687634468079 675 => 0.53088635206223 676 => 0.25934356451035 677 => 0.63200718164444 678 => 1.1394364833832 679 => -0.4806515276432 680 => 0.48655641078949 681 => -0.33631485700607 682 => 0.28574997186661 683 => -1.4596115350723 684 => -0.012539518065751 685 => 0.22788974642754 686 => 1.2279072999954 687 => 0.39468431472778 688 => -1.2161655426025 689 => -1.4418795108795 690 => -0.31922215223312 691 => -0.088883504271507 692 => 0.22019526362419 693 => -0.71373379230499 694 => 1.2244479656219 695 => 0.45560327172279 696 => -0.93769502639771 697 => -0.59901559352875 698 => -0.17959812283516 699 => 0.14760847389698 700 => -0.95805996656418 701 => -0.15426778793335 702 => -0.59986799955368 703 => 0.36301308870316 704 => -0.52306377887726 705 => -1.0287140607834 706 => 0.0081858057528734 707 => -0.60437625646591 708 => -0.52725780010223 709 => -0.095623724162579 710 => 0.44668075442314 711 => -0.45427921414375 712 => -0.81678414344788 713 => 0.61328274011612 714 => -0.42278897762299 715 => -0.41004693508148 716 => -0.57057738304138 717 => -0.89619123935699 718 => -1.1255226135254 719 => 0.32102525234222 720 => -0.48146107792854 721 => -0.44270876049995 722 => -1.6534879207611 723 => -0.60519641637802 724 => -0.57323890924454 725 => -0.04552910104394 726 => -0.073885910212994 727 => -1.8630685806274 728 => -1.2128485441208 729 => 0.2532759308815 730 => -0.50079792737961 731 => 0.28164911270142 732 => -0.65531241893768 733 => 0.86442518234253 734 => 0.91050332784653 735 => -0.43462130427361 736 => -1.3068735599518 737 => -0.8337100148201 738 => -1.0008546113968 739 => -0.15228590369225 740 => -1.3201721906662 741 => -0.24481159448624 742 => -0.099551528692245 743 => 0.23937460780144 744 => 0.44527170062065 745 => -0.20332607626915 746 => -0.5991770029068 747 => -0.52788430452347 748 => 1.091036438942 749 => -0.36478862166405 750 => 0.15964475274086 751 => -0.23455289006233 752 => -0.46913266181946 753 => -0.67812073230743 754 => 1.4652354717255 755 => -0.41346937417984 756 => -1.6517757177353 757 => 0.41050121188164 758 => 1.8066014051437 759 => -0.282046854496 760 => -0.65007966756821 761 => -0.32909494638443 762 => 0.19241882860661 763 => -1.2546348571777 764 => -0.48219102621078 765 => -1.2356786727905 766 => -1.0349118709564 767 => -0.3706191778183 ] "id" => "33899" "image" => "9783631754375.png.png" "input_date" => 1670998073 "isbn_issn" => "9783631754375" "items" => array:1 [ 0 => array:5 [ "call_number" => "332 RAC e" "coll_type_name" => "Ebook" "item_code" => "EB02523K" "item_status_id" => "0" "location_id" => "" ] ] "last_update" => 1670998073 "node" => "library" "publish_place" => "New York" "publish_year" => 2005 "publisher" => "P. Lang" "title" => "Explaining financial crises:a cyclical approach" "topics" => array:2 [ 0 => "United States" 1 => "Humans" ] ] "highlight" => array:1 [ "authors" => array:1 [ 0 => array:2 [ "matched_tokens" => array:3 [ 0 => "Radke" 1 => "Marc" 2 => "Peter" ] "snippet" => "<mark>Radke</mark>, <mark>Marc</mark> <mark>Peter</mark>" ] ] ] "highlights" => array:1 [ 0 => array:4 [ "field" => "authors" "indices" => array:1 [ 0 => 0 ] "matched_tokens" => array:1 [ 0 => array:3 [ 0 => "Radke" 1 => "Marc" 2 => "Peter" ] ] "snippets" => array:1 [ 0 => "<mark>Radke</mark>, <mark>Marc</mark> <mark>Peter</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" => " \"Radke, Marc Peter\"" ] "search_cutoff" => false "search_time_ms" => 4 ]
Documents 📂: array:1 [ 0 => array:16 [ "authors" => array:1 [ 0 => "Radke, Marc Peter" ] "biblio_id" => "33899" "embedding" => array:768 [ 0 => 1.9353983402252 1 => 0.9164776802063 2 => -3.9366672039032 3 => -0.85359185934067 4 => 1.4901695251465 5 => -0.58748561143875 6 => 0.87598812580109 7 => -0.69804239273071 8 => 0.59417289495468 9 => -0.51496338844299 10 => -0.34015002846718 11 => 0.11679007858038 12 => 1.8990017175674 13 => 1.3829476833344 14 => 0.7197003364563 15 => -0.73458349704742 16 => -1.5802632570267 17 => 0.5216498374939 18 => -1.0416011810303 19 => 0.95183628797531 20 => -0.88121676445007 21 => 0.090389780700207 22 => 0.34105622768402 23 => 0.29672729969025 24 => 1.0133907794952 25 => 1.1083217859268 26 => -0.39891359210014 27 => 0.28559592366219 28 => -0.0084821321070194 29 => -0.74342727661133 30 => 0.35866937041283 31 => 0.14844608306885 32 => -0.24983438849449 33 => -1.6307965517044 34 => -1.2156761884689 35 => -0.67914682626724 36 => 1.033186674118 37 => -0.012960031628609 38 => 0.50146520137787 39 => -0.94959533214569 40 => 0.28554111719131 41 => 0.73262679576874 42 => 1.5226165056229 43 => -0.98386174440384 44 => 0.24983461201191 45 => -0.4714840054512 46 => 0.047824278473854 47 => 0.18651914596558 48 => -0.29601684212685 49 => -0.47887259721756 50 => 0.55362957715988 51 => -0.27202853560448 52 => 0.92148923873901 53 => -0.7126539349556 54 => 0.68728637695312 55 => 1.4516575336456 56 => 0.013115245848894 57 => 0.82097196578979 58 => 0.42452532052994 59 => -1.0781559944153 60 => 1.3421347141266 61 => 0.63717365264893 62 => 1.224169254303 63 => 0.38666158914566 64 => 0.57766658067703 65 => -0.41110879182816 66 => -0.58807438611984 67 => 1.3259968757629 68 => 1.0867592096329 69 => -0.58967161178589 70 => 0.62080276012421 71 => -0.71979469060898 72 => -0.017507709562778 73 => 0.060371544212103 74 => -0.57792997360229 75 => 0.45393586158752 76 => -1.5853501558304 77 => 0.43165135383606 78 => -0.27874565124512 79 => 0.80028277635574 80 => 0.18662327528 81 => 0.23322930932045 82 => 1.1310946941376 83 => -0.72750067710876 84 => 1.3382394313812 85 => 0.49563631415367 86 => 0.36263874173164 87 => 0.026802539825439 88 => 0.25836238265038 89 => 0.029462423175573 90 => -0.27316153049469 91 => -0.86868441104889 92 => 0.94985967874527 93 => 1.0267711877823 94 => -1.4631831645966 95 => 0.0096207708120346 96 => -0.75410747528076 97 => 0.34390842914581 98 => -0.8730936050415 99 => -0.60945916175842 100 => -0.77355939149857 101 => -0.23678468167782 102 => 0.17282043397427 103 => -1.3026571273804 104 => 0.22397419810295 105 => 0.10699088871479 106 => -0.37657201290131 107 => 0.0098684765398502 108 => 1.2351350784302 109 => 0.076691143214703 110 => -1.0839505195618 111 => 1.2004683017731 112 => -0.21782000362873 113 => -0.32488667964935 114 => 0.29536303877831 115 => 0.20865511894226 116 => 1.0176281929016 117 => 0.40751883387566 118 => 0.37131723761559 119 => 0.98129349946976 120 => -1.8371323347092 121 => -0.48729673027992 122 => -0.083711251616478 123 => 1.573765873909 124 => 0.040648117661476 125 => 0.98975789546967 126 => 0.52041780948639 127 => 0.77174425125122 128 => 1.2450430393219 129 => -0.50860822200775 130 => 0.32941034436226 131 => 0.23832993209362 132 => 0.25480109453201 133 => -0.18037541210651 134 => 1.677312374115 135 => 0.79141193628311 136 => -0.30630844831467 137 => -0.42848700284958 138 => -0.34694936871529 139 => 1.1739641427994 140 => 0.9943630695343 141 => -0.37330558896065 142 => -0.16841007769108 143 => -0.43063905835152 144 => -0.49684619903564 145 => -0.068567596375942 146 => -0.0082790665328503 147 => -0.8740371465683 148 => 0.03340458124876 149 => -0.35142573714256 150 => -0.28401175141335 151 => 1.4747743606567 152 => -1.0578216314316 153 => 0.089418441057205 154 => 2.1077139377594 155 => 0.018853053450584 156 => -0.53447061777115 157 => -0.68097221851349 158 => -0.57943004369736 159 => 0.16666622459888 160 => 1.2707847356796 161 => -0.97876954078674 162 => -0.65146934986115 163 => 0.9746960401535 164 => -1.8220416307449 165 => -0.59029197692871 166 => 0.9157680273056 167 => 1.2952380180359 168 => 0.21671134233475 169 => 0.75588691234589 170 => -0.68614369630814 171 => -1.0959020853043 172 => -0.34379649162292 173 => -0.26460713148117 174 => 0.43542990088463 175 => 0.39136058092117 176 => 0.66829288005829 177 => -0.32572707533836 178 => -0.096725538372993 179 => -0.47040155529976 180 => 0.075376749038696 181 => -0.57375943660736 182 => 1.7654083967209 183 => 1.0846924781799 184 => 0.71355724334717 185 => 0.014963075518608 186 => 0.46387833356857 187 => 0.56721568107605 188 => -0.37566071748734 189 => -0.77213394641876 190 => -0.047508500516415 191 => 0.018096877261996 192 => -0.10320953279734 193 => -0.27665120363235 194 => -0.67853599786758 195 => -0.52698403596878 196 => 0.45207729935646 197 => -0.71217691898346 198 => -0.85420739650726 199 => -0.44359692931175 200 => 0.15812866389751 201 => 0.13122165203094 202 => -0.33087000250816 203 => 0.18971815705299 204 => -0.69725567102432 205 => 1.9377863407135 206 => -0.58460134267807 207 => 0.21488344669342 208 => -0.28750854730606 209 => 0.64936691522598 210 => 1.5460617542267 211 => -1.1612278223038 212 => -1.2214161157608 213 => 0.025262866169214 214 => -0.3457612991333 215 => -0.15428191423416 216 => 0.99783825874329 217 => -0.50125855207443 218 => 0.13025823235512 219 => 0.39751082658768 220 => 0.39150241017342 221 => -0.13732500374317 222 => -0.31627744436264 223 => -0.50255614519119 224 => 1.6650030612946 225 => 0.22949674725533 226 => -0.54083096981049 227 => -0.1349878013134 228 => 0.23406268656254 229 => 0.13649852573872 230 => -0.70127302408218 231 => -1.1989464759827 232 => 0.40835624933243 233 => 0.62663042545319 234 => 0.39532840251923 235 => 1.1368443965912 236 => 1.0440697669983 237 => 0.80285650491714 238 => 0.17243629693985 239 => 0.3095455467701 240 => 0.4210097193718 241 => 0.29024457931519 242 => 0.17164742946625 243 => -0.65468627214432 244 => -0.66820973157883 245 => 0.41737931966782 246 => 0.20091259479523 247 => 0.068480789661407 248 => 0.51517033576965 249 => 0.19375762343407 250 => 0.5654262304306 251 => -0.68032193183899 252 => 0.25274899601936 253 => -0.075330883264542 254 => 0.73110604286194 255 => -1.4154955148697 256 => 1.1302000284195 257 => 0.97979950904846 258 => 0.15958201885223 259 => 0.57224994897842 260 => 1.218039393425 261 => 1.0728185176849 262 => 0.21854355931282 263 => -0.28206217288971 264 => -1.434047460556 265 => -0.88231438398361 266 => -0.12317180633545 267 => 0.64282590150833 268 => -1.0074011087418 269 => -0.87050861120224 270 => 0.50915330648422 271 => 0.040644582360983 272 => 0.17281231284142 273 => 1.0432679653168 274 => -0.64309012889862 275 => -1.1366622447968 276 => 0.33358356356621 277 => -0.88899844884872 278 => -0.39730730652809 279 => -0.78398370742798 280 => -0.54668152332306 281 => -0.60499036312103 282 => -0.0074564442038536 283 => -0.35494446754456 284 => 0.061882149428129 285 => 1.0073349475861 286 => 0.28816044330597 287 => 1.7222503423691 288 => 0.32913857698441 289 => 0.97543299198151 290 => 1.092357635498 291 => -0.44537189602852 292 => -0.63751566410065 293 => 0.90780359506607 294 => -1.3566751480103 295 => 0.34919971227646 296 => 1.1520102024078 297 => -0.35386580228806 298 => 0.27681177854538 299 => -0.45116779208183 300 => 0.81609052419662 301 => 0.32760632038116 302 => -0.16506564617157 303 => 0.63805532455444 304 => -0.14096242189407 305 => 0.46978384256363 306 => 0.57025068998337 307 => -0.5686143040657 308 => 0.6364643573761 309 => -0.63877099752426 310 => -0.68357384204865 311 => -0.067714720964432 312 => -0.46507102251053 313 => 1.0763585567474 314 => -1.3657563924789 315 => 1.2506172657013 316 => 1.2193462848663 317 => 0.60064673423767 318 => 1.7100555896759 319 => 0.62840759754181 320 => -0.93678081035614 321 => -0.72260081768036 322 => -0.95596152544022 323 => -1.198441028595 324 => 0.12020297348499 325 => 0.78167527914047 326 => -1.8047208786011 327 => 0.36273464560509 328 => -0.73651087284088 329 => -0.99323630332947 330 => -0.037911720573902 331 => -0.57876706123352 332 => 0.66623246669769 333 => -1.5700054168701 334 => -0.36427214741707 335 => -0.29297804832458 336 => 0.33478972315788 337 => 0.013069652020931 338 => -0.35489502549171 339 => 1.2547866106033 340 => 0.67930853366852 341 => -0.19540077447891 342 => -0.19190292060375 343 => -0.92197877168655 344 => -0.95583742856979 345 => -0.014015644788742 346 => -0.36413508653641 347 => -0.02434703707695 348 => 0.95455229282379 349 => -0.97934806346893 350 => -1.0112007856369 351 => -0.13631147146225 352 => -0.49639678001404 353 => -0.10360430181026 354 => -0.39508026838303 355 => 0.2003850787878 356 => 0.4937926530838 357 => 0.75680243968964 358 => 0.46336421370506 359 => 0.41723132133484 360 => 0.82532918453217 361 => -2.0210618972778 362 => -0.51749807596207 363 => 0.2456773519516 364 => 0.44994002580643 365 => 0.47012570500374 366 => 1.5701085329056 367 => 0.039139643311501 368 => -0.42230129241943 369 => -0.39338174462318 370 => -0.75361496210098 371 => 0.81437414884567 372 => -0.36838531494141 373 => 0.013358321040869 374 => 0.72105300426483 375 => -0.81150656938553 376 => -0.61310917139053 377 => -0.19231835007668 378 => -1.0914477109909 379 => 0.89677226543427 380 => 0.63022935390472 381 => 0.075028099119663 382 => 0.674087703228 383 => 0.54286599159241 384 => 0.58783209323883 385 => 0.2909434735775 386 => -0.7011741399765 387 => -0.37672463059425 388 => -0.66960197687149 389 => 0.48094242811203 390 => 0.52610915899277 391 => -1.3405394554138 392 => 0.18396216630936 393 => 0.29565986990929 394 => 1.361243724823 395 => -0.43841218948364 396 => 0.14482465386391 397 => 1.0336117744446 398 => 0.47578582167625 399 => 0.60312813520432 400 => 0.30718797445297 401 => -1.4313932657242 402 => -0.33530953526497 403 => -0.49938699603081 404 => -0.082172952592373 405 => 0.86988401412964 406 => -0.73295038938522 407 => -2.5874910354614 408 => 0.082874692976475 409 => -0.32039818167686 410 => 1.2054324150085 411 => 0.85950726270676 412 => -0.64279323816299 413 => -1.2489939928055 414 => 1.1381189823151 415 => 0.97592544555664 416 => 2.4099359512329 417 => 0.39370110630989 418 => 0.23614367842674 419 => 1.1188948154449 420 => -0.18151372671127 421 => 0.82739806175232 422 => -1.2651166915894 423 => -0.29237616062164 424 => 0.57024705410004 425 => 0.44406270980835 426 => -0.41500952839851 427 => 0.52613615989685 428 => 0.37295895814896 429 => -0.75384032726288 430 => 0.32686698436737 431 => 0.54744619131088 432 => 1.191202878952 433 => -0.72461980581284 434 => 0.16601811349392 435 => -0.19403785467148 436 => -0.47612816095352 437 => 0.96812772750854 438 => -0.27493938803673 439 => 0.83540922403336 440 => 1.1822695732117 441 => -1.2039572000504 442 => -0.68049085140228 443 => -0.93458342552185 444 => 0.36115100979805 445 => 1.4642210006714 446 => 1.107316493988 447 => -0.72750049829483 448 => -0.32443830370903 449 => -0.48881819844246 450 => -0.79144459962845 451 => 1.1667973995209 452 => -0.055371448397636 453 => 0.451779961586 454 => 1.454341173172 455 => -1.1751759052277 456 => -0.63853400945663 457 => 1.1921154260635 458 => -0.97804766893387 459 => 0.62557649612427 460 => 0.60994750261307 461 => 0.37481665611267 462 => -0.98989987373352 463 => -0.26021128892899 464 => 0.51445066928864 465 => -0.13824316859245 466 => 0.86871355772018 467 => -1.4913597106934 468 => 0.60459899902344 469 => 0.59820371866226 470 => -0.68203669786453 471 => 0.30179589986801 472 => -0.012302123010159 473 => -1.3000319004059 474 => 0.66468060016632 475 => -0.29801481962204 476 => 0.57738542556763 477 => 0.18544687330723 478 => 0.76864475011826 479 => 0.69105994701385 480 => 0.78770071268082 481 => 0.16849806904793 482 => -0.1513923406601 483 => -0.18624110519886 484 => -0.16776844859123 485 => 0.34263148903847 486 => 1.0445916652679 487 => -1.1200581789017 488 => 0.85261654853821 489 => -0.43984267115593 490 => 0.6056507229805 491 => 0.68539088964462 492 => -0.18745346367359 493 => -0.45728397369385 494 => -0.18333055078983 495 => -0.23818059265614 496 => 0.49625459313393 497 => -0.8868014216423 498 => 0.11102202534676 499 => -0.55824416875839 500 => 0.57540762424469 501 => 0.27421164512634 502 => -0.029934573918581 503 => 0.17171332240105 504 => 1.1473443508148 505 => -0.26708176732063 506 => 0.635318338871 507 => -0.47939002513885 508 => -0.47554460167885 509 => 0.7500969171524 510 => -0.23124548792839 511 => -0.39995521306992 512 => 0.10644038766623 513 => 1.121878862381 514 => 1.2339338064194 515 => -1.2871010303497 516 => 0.095802009105682 517 => -0.98256009817123 518 => 0.0039446130394936 519 => -0.26573571562767 520 => -0.52802348136902 521 => -0.53939563035965 522 => -0.67626041173935 523 => -0.2509269118309 524 => -0.6578334569931 525 => -0.17268915474415 526 => -0.67402279376984 527 => -1.0144808292389 528 => 0.6450132727623 529 => -0.59315729141235 530 => -0.075540475547314 531 => -0.25617808103561 532 => 0.32315662503242 533 => -0.066145554184914 534 => 0.59265613555908 535 => -0.0546621568501 536 => -0.48213869333267 537 => 0.75402438640594 538 => 0.68301802873611 539 => 0.47967278957367 540 => -0.67548340559006 541 => 0.68608283996582 542 => 0.48151904344559 543 => -0.024598687887192 544 => 0.23433202505112 545 => -0.16232833266258 546 => -0.089736461639404 547 => 0.027882467955351 548 => 0.03727050870657 549 => -0.42591366171837 550 => 0.31465223431587 551 => -0.70701771974564 552 => 0.98784995079041 553 => -1.30719602108 554 => 0.17004418373108 555 => 0.075775220990181 556 => 0.55453336238861 557 => -1.0609006881714 558 => -0.64627879858017 559 => 0.19125388562679 560 => -0.18997746706009 561 => -0.11703841388226 562 => 1.0647466182709 563 => 0.01735670492053 564 => 0.46917191147804 565 => 0.023145027458668 566 => 0.87067627906799 567 => 0.055737748742104 568 => 1.2259076833725 569 => 0.70865124464035 570 => 0.80329245328903 571 => -0.86384904384613 572 => 0.28003257513046 573 => -0.36295202374458 574 => -0.13830545544624 575 => 0.23293209075928 576 => 0.33629485964775 577 => 0.37144750356674 578 => -1.5548934936523 579 => -1.1991075277328 580 => -0.1459922939539 581 => -0.52398830652237 582 => 0.28603208065033 583 => 0.82730460166931 584 => -0.83304578065872 585 => -0.68434864282608 586 => -0.25755396485329 587 => -0.58879762887955 588 => 0.0306086987257 589 => -0.67018884420395 590 => 0.61379957199097 591 => 0.45512372255325 592 => -0.030692592263222 593 => -0.3622752726078 594 => 0.19446466863155 595 => 0.78756237030029 596 => 0.019065402448177 597 => -0.58261394500732 598 => -0.59058922529221 599 => -1.0147681236267 600 => -0.41235589981079 601 => 1.5698376893997 602 => 0.880883872509 603 => -1.2266931533813 604 => -0.65865349769592 605 => 0.031921792775393 606 => 0.47153905034065 607 => 0.19156858325005 608 => 0.47039020061493 609 => 0.7732982635498 610 => 0.64355456829071 611 => 0.36452013254166 612 => 0.64607858657837 613 => -0.1622287184 614 => 0.30243504047394 615 => -0.0081013850867748 616 => 0.56854581832886 617 => 0.15635919570923 618 => -0.041667029261589 619 => -0.64819693565369 620 => -0.81270915269852 621 => -1.2837098836899 622 => 1.8895125389099 623 => -0.75025576353073 624 => 1.0761957168579 625 => -0.19589287042618 626 => -1.0744595527649 627 => -1.2585920095444 628 => 0.89722621440887 629 => 0.55438470840454 630 => -0.90103435516357 631 => -0.2638658285141 632 => -1.0894103050232 633 => 0.0050627328455448 634 => -1.2769587039948 635 => 1.8371917009354 636 => -1.5166636705399 637 => 0.4262108206749 638 => -0.5041663646698 639 => -0.34932634234428 640 => 0.34759390354156 641 => -0.26290273666382 642 => -0.10630611330271 643 => 0.05954172834754 644 => 0.44080731272697 645 => -0.95794403553009 646 => -0.013462856411934 647 => -0.4036477804184 648 => 1.0626028776169 649 => -0.17452263832092 650 => 1.6599831581116 651 => 0.38384780287743 652 => 0.40705597400665 653 => 0.63643455505371 654 => -0.31669643521309 655 => 0.0029267184436321 656 => 0.87509918212891 657 => -0.70371568202972 658 => -0.60266923904419 659 => -1.0554811954498 660 => -0.47489729523659 661 => 0.8704206943512 662 => -0.22456938028336 663 => 0.091020137071609 664 => -0.14127238094807 665 => 0.61693978309631 666 => 1.0175013542175 667 => -0.64126044511795 668 => -0.57010132074356 669 => -0.14678445458412 670 => 0.74604964256287 671 => -0.39947870373726 672 => -0.096784606575966 673 => -0.65761035680771 674 => -0.38687634468079 675 => 0.53088635206223 676 => 0.25934356451035 677 => 0.63200718164444 678 => 1.1394364833832 679 => -0.4806515276432 680 => 0.48655641078949 681 => -0.33631485700607 682 => 0.28574997186661 683 => -1.4596115350723 684 => -0.012539518065751 685 => 0.22788974642754 686 => 1.2279072999954 687 => 0.39468431472778 688 => -1.2161655426025 689 => -1.4418795108795 690 => -0.31922215223312 691 => -0.088883504271507 692 => 0.22019526362419 693 => -0.71373379230499 694 => 1.2244479656219 695 => 0.45560327172279 696 => -0.93769502639771 697 => -0.59901559352875 698 => -0.17959812283516 699 => 0.14760847389698 700 => -0.95805996656418 701 => -0.15426778793335 702 => -0.59986799955368 703 => 0.36301308870316 704 => -0.52306377887726 705 => -1.0287140607834 706 => 0.0081858057528734 707 => -0.60437625646591 708 => -0.52725780010223 709 => -0.095623724162579 710 => 0.44668075442314 711 => -0.45427921414375 712 => -0.81678414344788 713 => 0.61328274011612 714 => -0.42278897762299 715 => -0.41004693508148 716 => -0.57057738304138 717 => -0.89619123935699 718 => -1.1255226135254 719 => 0.32102525234222 720 => -0.48146107792854 721 => -0.44270876049995 722 => -1.6534879207611 723 => -0.60519641637802 724 => -0.57323890924454 725 => -0.04552910104394 726 => -0.073885910212994 727 => -1.8630685806274 728 => -1.2128485441208 729 => 0.2532759308815 730 => -0.50079792737961 731 => 0.28164911270142 732 => -0.65531241893768 733 => 0.86442518234253 734 => 0.91050332784653 735 => -0.43462130427361 736 => -1.3068735599518 737 => -0.8337100148201 738 => -1.0008546113968 739 => -0.15228590369225 740 => -1.3201721906662 741 => -0.24481159448624 742 => -0.099551528692245 743 => 0.23937460780144 744 => 0.44527170062065 745 => -0.20332607626915 746 => -0.5991770029068 747 => -0.52788430452347 748 => 1.091036438942 749 => -0.36478862166405 750 => 0.15964475274086 751 => -0.23455289006233 752 => -0.46913266181946 753 => -0.67812073230743 754 => 1.4652354717255 755 => -0.41346937417984 756 => -1.6517757177353 757 => 0.41050121188164 758 => 1.8066014051437 759 => -0.282046854496 760 => -0.65007966756821 761 => -0.32909494638443 762 => 0.19241882860661 763 => -1.2546348571777 764 => -0.48219102621078 765 => -1.2356786727905 766 => -1.0349118709564 767 => -0.3706191778183 ] "id" => "33899" "image" => "9783631754375.png.png" "input_date" => 1670998073 "isbn_issn" => "9783631754375" "items" => array:1 [ 0 => array:5 [ "call_number" => "332 RAC e" "coll_type_name" => "Ebook" "item_code" => "EB02523K" "item_status_id" => "0" "location_id" => "" ] ] "last_update" => 1670998073 "node" => "library" "publish_place" => "New York" "publish_year" => 2005 "publisher" => "P. Lang" "title" => "Explaining financial crises:a cyclical approach" "topics" => array:2 [ 0 => "United States" 1 => "Humans" ] "raw" => array:5 [ "document" => array:15 [ "authors" => array:1 [ 0 => "Radke, Marc Peter" ] "biblio_id" => "33899" "embedding" => array:768 [ 0 => 1.9353983402252 1 => 0.9164776802063 2 => -3.9366672039032 3 => -0.85359185934067 4 => 1.4901695251465 5 => -0.58748561143875 6 => 0.87598812580109 7 => -0.69804239273071 8 => 0.59417289495468 9 => -0.51496338844299 10 => -0.34015002846718 11 => 0.11679007858038 12 => 1.8990017175674 13 => 1.3829476833344 14 => 0.7197003364563 15 => -0.73458349704742 16 => -1.5802632570267 17 => 0.5216498374939 18 => -1.0416011810303 19 => 0.95183628797531 20 => -0.88121676445007 21 => 0.090389780700207 22 => 0.34105622768402 23 => 0.29672729969025 24 => 1.0133907794952 25 => 1.1083217859268 26 => -0.39891359210014 27 => 0.28559592366219 28 => -0.0084821321070194 29 => -0.74342727661133 30 => 0.35866937041283 31 => 0.14844608306885 32 => -0.24983438849449 33 => -1.6307965517044 34 => -1.2156761884689 35 => -0.67914682626724 36 => 1.033186674118 37 => -0.012960031628609 38 => 0.50146520137787 39 => -0.94959533214569 40 => 0.28554111719131 41 => 0.73262679576874 42 => 1.5226165056229 43 => -0.98386174440384 44 => 0.24983461201191 45 => -0.4714840054512 46 => 0.047824278473854 47 => 0.18651914596558 48 => -0.29601684212685 49 => -0.47887259721756 50 => 0.55362957715988 51 => -0.27202853560448 52 => 0.92148923873901 53 => -0.7126539349556 54 => 0.68728637695312 55 => 1.4516575336456 56 => 0.013115245848894 57 => 0.82097196578979 58 => 0.42452532052994 59 => -1.0781559944153 60 => 1.3421347141266 61 => 0.63717365264893 62 => 1.224169254303 63 => 0.38666158914566 64 => 0.57766658067703 65 => -0.41110879182816 66 => -0.58807438611984 67 => 1.3259968757629 68 => 1.0867592096329 69 => -0.58967161178589 70 => 0.62080276012421 71 => -0.71979469060898 72 => -0.017507709562778 73 => 0.060371544212103 74 => -0.57792997360229 75 => 0.45393586158752 76 => -1.5853501558304 77 => 0.43165135383606 78 => -0.27874565124512 79 => 0.80028277635574 80 => 0.18662327528 81 => 0.23322930932045 82 => 1.1310946941376 83 => -0.72750067710876 84 => 1.3382394313812 85 => 0.49563631415367 86 => 0.36263874173164 87 => 0.026802539825439 88 => 0.25836238265038 89 => 0.029462423175573 90 => -0.27316153049469 91 => -0.86868441104889 92 => 0.94985967874527 93 => 1.0267711877823 94 => -1.4631831645966 95 => 0.0096207708120346 96 => -0.75410747528076 97 => 0.34390842914581 98 => -0.8730936050415 99 => -0.60945916175842 100 => -0.77355939149857 101 => -0.23678468167782 102 => 0.17282043397427 103 => -1.3026571273804 104 => 0.22397419810295 105 => 0.10699088871479 106 => -0.37657201290131 107 => 0.0098684765398502 108 => 1.2351350784302 109 => 0.076691143214703 110 => -1.0839505195618 111 => 1.2004683017731 112 => -0.21782000362873 113 => -0.32488667964935 114 => 0.29536303877831 115 => 0.20865511894226 116 => 1.0176281929016 117 => 0.40751883387566 118 => 0.37131723761559 119 => 0.98129349946976 120 => -1.8371323347092 121 => -0.48729673027992 122 => -0.083711251616478 123 => 1.573765873909 124 => 0.040648117661476 125 => 0.98975789546967 126 => 0.52041780948639 127 => 0.77174425125122 128 => 1.2450430393219 129 => -0.50860822200775 130 => 0.32941034436226 131 => 0.23832993209362 132 => 0.25480109453201 133 => -0.18037541210651 134 => 1.677312374115 135 => 0.79141193628311 136 => -0.30630844831467 137 => -0.42848700284958 138 => -0.34694936871529 139 => 1.1739641427994 140 => 0.9943630695343 141 => -0.37330558896065 142 => -0.16841007769108 143 => -0.43063905835152 144 => -0.49684619903564 145 => -0.068567596375942 146 => -0.0082790665328503 147 => -0.8740371465683 148 => 0.03340458124876 149 => -0.35142573714256 150 => -0.28401175141335 151 => 1.4747743606567 152 => -1.0578216314316 153 => 0.089418441057205 154 => 2.1077139377594 155 => 0.018853053450584 156 => -0.53447061777115 157 => -0.68097221851349 158 => -0.57943004369736 159 => 0.16666622459888 160 => 1.2707847356796 161 => -0.97876954078674 162 => -0.65146934986115 163 => 0.9746960401535 164 => -1.8220416307449 165 => -0.59029197692871 166 => 0.9157680273056 167 => 1.2952380180359 168 => 0.21671134233475 169 => 0.75588691234589 170 => -0.68614369630814 171 => -1.0959020853043 172 => -0.34379649162292 173 => -0.26460713148117 174 => 0.43542990088463 175 => 0.39136058092117 176 => 0.66829288005829 177 => -0.32572707533836 178 => -0.096725538372993 179 => -0.47040155529976 180 => 0.075376749038696 181 => -0.57375943660736 182 => 1.7654083967209 183 => 1.0846924781799 184 => 0.71355724334717 185 => 0.014963075518608 186 => 0.46387833356857 187 => 0.56721568107605 188 => -0.37566071748734 189 => -0.77213394641876 190 => -0.047508500516415 191 => 0.018096877261996 192 => -0.10320953279734 193 => -0.27665120363235 194 => -0.67853599786758 195 => -0.52698403596878 196 => 0.45207729935646 197 => -0.71217691898346 198 => -0.85420739650726 199 => -0.44359692931175 200 => 0.15812866389751 201 => 0.13122165203094 202 => -0.33087000250816 203 => 0.18971815705299 204 => -0.69725567102432 205 => 1.9377863407135 206 => -0.58460134267807 207 => 0.21488344669342 208 => -0.28750854730606 209 => 0.64936691522598 210 => 1.5460617542267 211 => -1.1612278223038 212 => -1.2214161157608 213 => 0.025262866169214 214 => -0.3457612991333 215 => -0.15428191423416 216 => 0.99783825874329 217 => -0.50125855207443 218 => 0.13025823235512 219 => 0.39751082658768 220 => 0.39150241017342 221 => -0.13732500374317 222 => -0.31627744436264 223 => -0.50255614519119 224 => 1.6650030612946 225 => 0.22949674725533 226 => -0.54083096981049 227 => -0.1349878013134 228 => 0.23406268656254 229 => 0.13649852573872 230 => -0.70127302408218 231 => -1.1989464759827 232 => 0.40835624933243 233 => 0.62663042545319 234 => 0.39532840251923 235 => 1.1368443965912 236 => 1.0440697669983 237 => 0.80285650491714 238 => 0.17243629693985 239 => 0.3095455467701 240 => 0.4210097193718 241 => 0.29024457931519 242 => 0.17164742946625 243 => -0.65468627214432 244 => -0.66820973157883 245 => 0.41737931966782 246 => 0.20091259479523 247 => 0.068480789661407 248 => 0.51517033576965 249 => 0.19375762343407 250 => 0.5654262304306 251 => -0.68032193183899 252 => 0.25274899601936 253 => -0.075330883264542 254 => 0.73110604286194 255 => -1.4154955148697 256 => 1.1302000284195 257 => 0.97979950904846 258 => 0.15958201885223 259 => 0.57224994897842 260 => 1.218039393425 261 => 1.0728185176849 262 => 0.21854355931282 263 => -0.28206217288971 264 => -1.434047460556 265 => -0.88231438398361 266 => -0.12317180633545 267 => 0.64282590150833 268 => -1.0074011087418 269 => -0.87050861120224 270 => 0.50915330648422 271 => 0.040644582360983 272 => 0.17281231284142 273 => 1.0432679653168 274 => -0.64309012889862 275 => -1.1366622447968 276 => 0.33358356356621 277 => -0.88899844884872 278 => -0.39730730652809 279 => -0.78398370742798 280 => -0.54668152332306 281 => -0.60499036312103 282 => -0.0074564442038536 283 => -0.35494446754456 284 => 0.061882149428129 285 => 1.0073349475861 286 => 0.28816044330597 287 => 1.7222503423691 288 => 0.32913857698441 289 => 0.97543299198151 290 => 1.092357635498 291 => -0.44537189602852 292 => -0.63751566410065 293 => 0.90780359506607 294 => -1.3566751480103 295 => 0.34919971227646 296 => 1.1520102024078 297 => -0.35386580228806 298 => 0.27681177854538 299 => -0.45116779208183 300 => 0.81609052419662 301 => 0.32760632038116 302 => -0.16506564617157 303 => 0.63805532455444 304 => -0.14096242189407 305 => 0.46978384256363 306 => 0.57025068998337 307 => -0.5686143040657 308 => 0.6364643573761 309 => -0.63877099752426 310 => -0.68357384204865 311 => -0.067714720964432 312 => -0.46507102251053 313 => 1.0763585567474 314 => -1.3657563924789 315 => 1.2506172657013 316 => 1.2193462848663 317 => 0.60064673423767 318 => 1.7100555896759 319 => 0.62840759754181 320 => -0.93678081035614 321 => -0.72260081768036 322 => -0.95596152544022 323 => -1.198441028595 324 => 0.12020297348499 325 => 0.78167527914047 326 => -1.8047208786011 327 => 0.36273464560509 328 => -0.73651087284088 329 => -0.99323630332947 330 => -0.037911720573902 331 => -0.57876706123352 332 => 0.66623246669769 333 => -1.5700054168701 334 => -0.36427214741707 335 => -0.29297804832458 336 => 0.33478972315788 337 => 0.013069652020931 338 => -0.35489502549171 339 => 1.2547866106033 340 => 0.67930853366852 341 => -0.19540077447891 342 => -0.19190292060375 343 => -0.92197877168655 344 => -0.95583742856979 345 => -0.014015644788742 346 => -0.36413508653641 347 => -0.02434703707695 348 => 0.95455229282379 349 => -0.97934806346893 350 => -1.0112007856369 351 => -0.13631147146225 352 => -0.49639678001404 353 => -0.10360430181026 354 => -0.39508026838303 355 => 0.2003850787878 356 => 0.4937926530838 357 => 0.75680243968964 358 => 0.46336421370506 359 => 0.41723132133484 360 => 0.82532918453217 361 => -2.0210618972778 362 => -0.51749807596207 363 => 0.2456773519516 364 => 0.44994002580643 365 => 0.47012570500374 366 => 1.5701085329056 367 => 0.039139643311501 368 => -0.42230129241943 369 => -0.39338174462318 370 => -0.75361496210098 371 => 0.81437414884567 372 => -0.36838531494141 373 => 0.013358321040869 374 => 0.72105300426483 375 => -0.81150656938553 376 => -0.61310917139053 377 => -0.19231835007668 378 => -1.0914477109909 379 => 0.89677226543427 380 => 0.63022935390472 381 => 0.075028099119663 382 => 0.674087703228 383 => 0.54286599159241 384 => 0.58783209323883 385 => 0.2909434735775 386 => -0.7011741399765 387 => -0.37672463059425 388 => -0.66960197687149 389 => 0.48094242811203 390 => 0.52610915899277 391 => -1.3405394554138 392 => 0.18396216630936 393 => 0.29565986990929 394 => 1.361243724823 395 => -0.43841218948364 396 => 0.14482465386391 397 => 1.0336117744446 398 => 0.47578582167625 399 => 0.60312813520432 400 => 0.30718797445297 401 => -1.4313932657242 402 => -0.33530953526497 403 => -0.49938699603081 404 => -0.082172952592373 405 => 0.86988401412964 406 => -0.73295038938522 407 => -2.5874910354614 408 => 0.082874692976475 409 => -0.32039818167686 410 => 1.2054324150085 411 => 0.85950726270676 412 => -0.64279323816299 413 => -1.2489939928055 414 => 1.1381189823151 415 => 0.97592544555664 416 => 2.4099359512329 417 => 0.39370110630989 418 => 0.23614367842674 419 => 1.1188948154449 420 => -0.18151372671127 421 => 0.82739806175232 422 => -1.2651166915894 423 => -0.29237616062164 424 => 0.57024705410004 425 => 0.44406270980835 426 => -0.41500952839851 427 => 0.52613615989685 428 => 0.37295895814896 429 => -0.75384032726288 430 => 0.32686698436737 431 => 0.54744619131088 432 => 1.191202878952 433 => -0.72461980581284 434 => 0.16601811349392 435 => -0.19403785467148 436 => -0.47612816095352 437 => 0.96812772750854 438 => -0.27493938803673 439 => 0.83540922403336 440 => 1.1822695732117 441 => -1.2039572000504 442 => -0.68049085140228 443 => -0.93458342552185 444 => 0.36115100979805 445 => 1.4642210006714 446 => 1.107316493988 447 => -0.72750049829483 448 => -0.32443830370903 449 => -0.48881819844246 450 => -0.79144459962845 451 => 1.1667973995209 452 => -0.055371448397636 453 => 0.451779961586 454 => 1.454341173172 455 => -1.1751759052277 456 => -0.63853400945663 457 => 1.1921154260635 458 => -0.97804766893387 459 => 0.62557649612427 460 => 0.60994750261307 461 => 0.37481665611267 462 => -0.98989987373352 463 => -0.26021128892899 464 => 0.51445066928864 465 => -0.13824316859245 466 => 0.86871355772018 467 => -1.4913597106934 468 => 0.60459899902344 469 => 0.59820371866226 470 => -0.68203669786453 471 => 0.30179589986801 472 => -0.012302123010159 473 => -1.3000319004059 474 => 0.66468060016632 475 => -0.29801481962204 476 => 0.57738542556763 477 => 0.18544687330723 478 => 0.76864475011826 479 => 0.69105994701385 480 => 0.78770071268082 481 => 0.16849806904793 482 => -0.1513923406601 483 => -0.18624110519886 484 => -0.16776844859123 485 => 0.34263148903847 486 => 1.0445916652679 487 => -1.1200581789017 488 => 0.85261654853821 489 => -0.43984267115593 490 => 0.6056507229805 491 => 0.68539088964462 492 => -0.18745346367359 493 => -0.45728397369385 494 => -0.18333055078983 495 => -0.23818059265614 496 => 0.49625459313393 497 => -0.8868014216423 498 => 0.11102202534676 499 => -0.55824416875839 500 => 0.57540762424469 501 => 0.27421164512634 502 => -0.029934573918581 503 => 0.17171332240105 504 => 1.1473443508148 505 => -0.26708176732063 506 => 0.635318338871 507 => -0.47939002513885 508 => -0.47554460167885 509 => 0.7500969171524 510 => -0.23124548792839 511 => -0.39995521306992 512 => 0.10644038766623 513 => 1.121878862381 514 => 1.2339338064194 515 => -1.2871010303497 516 => 0.095802009105682 517 => -0.98256009817123 518 => 0.0039446130394936 519 => -0.26573571562767 520 => -0.52802348136902 521 => -0.53939563035965 522 => -0.67626041173935 523 => -0.2509269118309 524 => -0.6578334569931 525 => -0.17268915474415 526 => -0.67402279376984 527 => -1.0144808292389 528 => 0.6450132727623 529 => -0.59315729141235 530 => -0.075540475547314 531 => -0.25617808103561 532 => 0.32315662503242 533 => -0.066145554184914 534 => 0.59265613555908 535 => -0.0546621568501 536 => -0.48213869333267 537 => 0.75402438640594 538 => 0.68301802873611 539 => 0.47967278957367 540 => -0.67548340559006 541 => 0.68608283996582 542 => 0.48151904344559 543 => -0.024598687887192 544 => 0.23433202505112 545 => -0.16232833266258 546 => -0.089736461639404 547 => 0.027882467955351 548 => 0.03727050870657 549 => -0.42591366171837 550 => 0.31465223431587 551 => -0.70701771974564 552 => 0.98784995079041 553 => -1.30719602108 554 => 0.17004418373108 555 => 0.075775220990181 556 => 0.55453336238861 557 => -1.0609006881714 558 => -0.64627879858017 559 => 0.19125388562679 560 => -0.18997746706009 561 => -0.11703841388226 562 => 1.0647466182709 563 => 0.01735670492053 564 => 0.46917191147804 565 => 0.023145027458668 566 => 0.87067627906799 567 => 0.055737748742104 568 => 1.2259076833725 569 => 0.70865124464035 570 => 0.80329245328903 571 => -0.86384904384613 572 => 0.28003257513046 573 => -0.36295202374458 574 => -0.13830545544624 575 => 0.23293209075928 576 => 0.33629485964775 577 => 0.37144750356674 578 => -1.5548934936523 579 => -1.1991075277328 580 => -0.1459922939539 581 => -0.52398830652237 582 => 0.28603208065033 583 => 0.82730460166931 584 => -0.83304578065872 585 => -0.68434864282608 586 => -0.25755396485329 587 => -0.58879762887955 588 => 0.0306086987257 589 => -0.67018884420395 590 => 0.61379957199097 591 => 0.45512372255325 592 => -0.030692592263222 593 => -0.3622752726078 594 => 0.19446466863155 595 => 0.78756237030029 596 => 0.019065402448177 597 => -0.58261394500732 598 => -0.59058922529221 599 => -1.0147681236267 600 => -0.41235589981079 601 => 1.5698376893997 602 => 0.880883872509 603 => -1.2266931533813 604 => -0.65865349769592 605 => 0.031921792775393 606 => 0.47153905034065 607 => 0.19156858325005 608 => 0.47039020061493 609 => 0.7732982635498 610 => 0.64355456829071 611 => 0.36452013254166 612 => 0.64607858657837 613 => -0.1622287184 614 => 0.30243504047394 615 => -0.0081013850867748 616 => 0.56854581832886 617 => 0.15635919570923 618 => -0.041667029261589 619 => -0.64819693565369 620 => -0.81270915269852 621 => -1.2837098836899 622 => 1.8895125389099 623 => -0.75025576353073 624 => 1.0761957168579 625 => -0.19589287042618 626 => -1.0744595527649 627 => -1.2585920095444 628 => 0.89722621440887 629 => 0.55438470840454 630 => -0.90103435516357 631 => -0.2638658285141 632 => -1.0894103050232 633 => 0.0050627328455448 634 => -1.2769587039948 635 => 1.8371917009354 636 => -1.5166636705399 637 => 0.4262108206749 638 => -0.5041663646698 639 => -0.34932634234428 640 => 0.34759390354156 641 => -0.26290273666382 642 => -0.10630611330271 643 => 0.05954172834754 644 => 0.44080731272697 645 => -0.95794403553009 646 => -0.013462856411934 647 => -0.4036477804184 648 => 1.0626028776169 649 => -0.17452263832092 650 => 1.6599831581116 651 => 0.38384780287743 652 => 0.40705597400665 653 => 0.63643455505371 654 => -0.31669643521309 655 => 0.0029267184436321 656 => 0.87509918212891 657 => -0.70371568202972 658 => -0.60266923904419 659 => -1.0554811954498 660 => -0.47489729523659 661 => 0.8704206943512 662 => -0.22456938028336 663 => 0.091020137071609 664 => -0.14127238094807 665 => 0.61693978309631 666 => 1.0175013542175 667 => -0.64126044511795 668 => -0.57010132074356 669 => -0.14678445458412 670 => 0.74604964256287 671 => -0.39947870373726 672 => -0.096784606575966 673 => -0.65761035680771 674 => -0.38687634468079 675 => 0.53088635206223 676 => 0.25934356451035 677 => 0.63200718164444 678 => 1.1394364833832 679 => -0.4806515276432 680 => 0.48655641078949 681 => -0.33631485700607 682 => 0.28574997186661 683 => -1.4596115350723 684 => -0.012539518065751 685 => 0.22788974642754 686 => 1.2279072999954 687 => 0.39468431472778 688 => -1.2161655426025 689 => -1.4418795108795 690 => -0.31922215223312 691 => -0.088883504271507 692 => 0.22019526362419 693 => -0.71373379230499 694 => 1.2244479656219 695 => 0.45560327172279 696 => -0.93769502639771 697 => -0.59901559352875 698 => -0.17959812283516 699 => 0.14760847389698 700 => -0.95805996656418 701 => -0.15426778793335 702 => -0.59986799955368 703 => 0.36301308870316 704 => -0.52306377887726 705 => -1.0287140607834 706 => 0.0081858057528734 707 => -0.60437625646591 708 => -0.52725780010223 709 => -0.095623724162579 710 => 0.44668075442314 711 => -0.45427921414375 712 => -0.81678414344788 713 => 0.61328274011612 714 => -0.42278897762299 715 => -0.41004693508148 716 => -0.57057738304138 717 => -0.89619123935699 718 => -1.1255226135254 719 => 0.32102525234222 720 => -0.48146107792854 721 => -0.44270876049995 722 => -1.6534879207611 723 => -0.60519641637802 724 => -0.57323890924454 725 => -0.04552910104394 726 => -0.073885910212994 727 => -1.8630685806274 728 => -1.2128485441208 729 => 0.2532759308815 730 => -0.50079792737961 731 => 0.28164911270142 732 => -0.65531241893768 733 => 0.86442518234253 734 => 0.91050332784653 735 => -0.43462130427361 736 => -1.3068735599518 737 => -0.8337100148201 738 => -1.0008546113968 739 => -0.15228590369225 740 => -1.3201721906662 741 => -0.24481159448624 742 => -0.099551528692245 743 => 0.23937460780144 744 => 0.44527170062065 745 => -0.20332607626915 746 => -0.5991770029068 747 => -0.52788430452347 748 => 1.091036438942 749 => -0.36478862166405 750 => 0.15964475274086 751 => -0.23455289006233 752 => -0.46913266181946 753 => -0.67812073230743 754 => 1.4652354717255 755 => -0.41346937417984 756 => -1.6517757177353 757 => 0.41050121188164 758 => 1.8066014051437 759 => -0.282046854496 760 => -0.65007966756821 761 => -0.32909494638443 762 => 0.19241882860661 763 => -1.2546348571777 764 => -0.48219102621078 765 => -1.2356786727905 766 => -1.0349118709564 767 => -0.3706191778183 ] "id" => "33899" "image" => "9783631754375.png.png" "input_date" => 1670998073 "isbn_issn" => "9783631754375" "items" => array:1 [ 0 => array:5 [ "call_number" => "332 RAC e" "coll_type_name" => "Ebook" "item_code" => "EB02523K" "item_status_id" => "0" "location_id" => "" ] ] "last_update" => 1670998073 "node" => "library" "publish_place" => "New York" "publish_year" => 2005 "publisher" => "P. Lang" "title" => "Explaining financial crises:a cyclical approach" "topics" => array:2 [ 0 => "United States" 1 => "Humans" ] ] "highlight" => array:1 [ "authors" => array:1 [ 0 => array:2 [ "matched_tokens" => array:3 [ 0 => "Radke" 1 => "Marc" 2 => "Peter" ] "snippet" => "<mark>Radke</mark>, <mark>Marc</mark> <mark>Peter</mark>" ] ] ] "highlights" => array:1 [ 0 => array:4 [ "field" => "authors" "indices" => array:1 [ 0 => 0 ] "matched_tokens" => array:1 [ 0 => array:3 [ 0 => "Radke" 1 => "Marc" 2 => "Peter" ] ] "snippets" => array:1 [ 0 => "<mark>Radke</mark>, <mark>Marc</mark> <mark>Peter</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 ] ] ] ]
Radke, Marc Peter.
(2005)
Explaining financial crises:a cyclical approach
Availability
- Undefined Tersedia 1