five

ServiceNow/PartialBROAD

收藏
Hugging Face2024-06-07 更新2024-03-04 收录
下载链接:
https://hf-mirror.com/datasets/ServiceNow/PartialBROAD
下载链接
链接失效反馈
官方服务:
资源简介:
--- license: cc-by-4.0 dataset_info: features: - name: image dtype: image - name: label dtype: class_label: names: '0': n01440764 '1': n01443537 '2': n01484850 '3': n01491361 '4': n01494475 '5': n01496331 '6': n01498041 '7': n01514668 '8': n01514859 '9': n01518878 '10': n01530575 '11': n01531178 '12': n01532829 '13': n01534433 '14': n01537544 '15': n01558993 '16': n01560419 '17': n01580077 '18': n01582220 '19': n01592084 '20': n01601694 '21': n01608432 '22': n01614925 '23': n01616318 '24': n01622779 '25': n01629819 '26': n01630670 '27': n01631663 '28': n01632458 '29': n01632777 '30': n01641577 '31': n01644373 '32': n01644900 '33': n01664065 '34': n01665541 '35': n01667114 '36': n01667778 '37': n01669191 '38': n01675722 '39': n01677366 '40': n01682714 '41': n01685808 '42': n01687978 '43': n01688243 '44': n01689811 '45': n01692333 '46': n01693334 '47': n01694178 '48': n01695060 '49': n01697457 '50': n01698640 '51': n01704323 '52': n01728572 '53': n01728920 '54': n01729322 '55': n01729977 '56': n01734418 '57': n01735189 '58': n01737021 '59': n01739381 '60': n01740131 '61': n01742172 '62': n01744401 '63': n01748264 '64': n01749939 '65': n01751748 '66': n01753488 '67': n01755581 '68': n01756291 '69': n01768244 '70': n01770081 '71': n01770393 '72': n01773157 '73': n01773549 '74': n01773797 '75': n01774384 '76': n01774750 '77': n01775062 '78': n01776313 '79': n01784675 '80': n01795545 '81': n01796340 '82': n01797886 '83': n01798484 '84': n01806143 '85': n01806567 '86': n01807496 '87': n01817953 '88': n01818515 '89': n01819313 '90': n01820546 '91': n01824575 '92': n01828970 '93': n01829413 '94': n01833805 '95': n01843065 '96': n01843383 '97': n01847000 '98': n01855032 '99': n01855672 '100': n01860187 '101': n01871265 '102': n01872401 '103': n01873310 '104': n01877812 '105': n01882714 '106': n01883070 '107': n01910747 '108': n01914609 '109': n01917289 '110': n01924916 '111': n01930112 '112': n01943899 '113': n01944390 '114': n01945685 '115': n01950731 '116': n01955084 '117': n01968897 '118': n01978287 '119': n01978455 '120': n01980166 '121': n01981276 '122': n01983481 '123': n01984695 '124': n01985128 '125': n01986214 '126': n01990800 '127': n02002556 '128': n02002724 '129': n02006656 '130': n02007558 '131': n02009229 '132': n02009912 '133': n02011460 '134': n02012849 '135': n02013706 '136': n02017213 '137': n02018207 '138': n02018795 '139': n02025239 '140': n02027492 '141': n02028035 '142': n02033041 '143': n02037110 '144': n02051845 '145': n02056570 '146': n02058221 '147': n02066245 '148': n02071294 '149': n02074367 '150': n02077923 '151': n02085620 '152': n02085782 '153': n02085936 '154': n02086079 '155': n02086240 '156': n02086646 '157': n02086910 '158': n02087046 '159': n02087394 '160': n02088094 '161': n02088238 '162': n02088364 '163': n02088466 '164': n02088632 '165': n02089078 '166': n02089867 '167': n02089973 '168': n02090379 '169': n02090622 '170': n02090721 '171': n02091032 '172': n02091134 '173': n02091244 '174': n02091467 '175': n02091635 '176': n02091831 '177': n02092002 '178': n02092339 '179': n02093256 '180': n02093428 '181': n02093647 '182': n02093754 '183': n02093859 '184': n02093991 '185': n02094114 '186': n02094258 '187': n02094433 '188': n02095314 '189': n02095570 '190': n02095889 '191': n02096051 '192': n02096177 '193': n02096294 '194': n02096437 '195': n02096585 '196': n02097047 '197': n02097130 '198': n02097209 '199': n02097298 '200': n02097474 '201': n02097658 '202': n02098105 '203': n02098286 '204': n02098413 '205': n02099267 '206': n02099429 '207': n02099601 '208': n02099712 '209': n02099849 '210': n02100236 '211': n02100583 '212': n02100735 '213': n02100877 '214': n02101006 '215': n02101388 '216': n02101556 '217': n02102040 '218': n02102177 '219': n02102318 '220': n02102480 '221': n02102973 '222': n02104029 '223': n02104365 '224': n02105056 '225': n02105162 '226': n02105251 '227': n02105412 '228': n02105505 '229': n02105641 '230': n02105855 '231': n02106030 '232': n02106166 '233': n02106382 '234': n02106550 '235': n02106662 '236': n02107142 '237': n02107312 '238': n02107574 '239': n02107683 '240': n02107908 '241': n02108000 '242': n02108089 '243': n02108422 '244': n02108551 '245': n02108915 '246': n02109047 '247': n02109525 '248': n02109961 '249': n02110063 '250': n02110185 '251': n02110341 '252': n02110627 '253': n02110806 '254': n02110958 '255': n02111129 '256': n02111277 '257': n02111500 '258': n02111889 '259': n02112018 '260': n02112137 '261': n02112350 '262': n02112706 '263': n02113023 '264': n02113186 '265': n02113624 '266': n02113712 '267': n02113799 '268': n02113978 '269': n02114367 '270': n02114548 '271': n02114712 '272': n02114855 '273': n02115641 '274': n02115913 '275': n02116738 '276': n02117135 '277': n02119022 '278': n02119789 '279': n02120079 '280': n02120505 '281': n02123045 '282': n02123159 '283': n02123394 '284': n02123597 '285': n02124075 '286': n02125311 '287': n02127052 '288': n02128385 '289': n02128757 '290': n02128925 '291': n02129165 '292': n02129604 '293': n02130308 '294': n02132136 '295': n02133161 '296': n02134084 '297': n02134418 '298': n02137549 '299': n02138441 '300': n02165105 '301': n02165456 '302': n02167151 '303': n02168699 '304': n02169497 '305': n02172182 '306': n02174001 '307': n02177972 '308': n02190166 '309': n02206856 '310': n02219486 '311': n02226429 '312': n02229544 '313': n02231487 '314': n02233338 '315': n02236044 '316': n02256656 '317': n02259212 '318': n02264363 '319': n02268443 '320': n02268853 '321': n02276258 '322': n02277742 '323': n02279972 '324': n02280649 '325': n02281406 '326': n02281787 '327': n02317335 '328': n02319095 '329': n02321529 '330': n02325366 '331': n02326432 '332': n02328150 '333': n02342885 '334': n02346627 '335': n02356798 '336': n02361337 '337': n02363005 '338': n02364673 '339': n02389026 '340': n02391049 '341': n02395406 '342': n02396427 '343': n02397096 '344': n02398521 '345': n02403003 '346': n02408429 '347': n02410509 '348': n02412080 '349': n02415577 '350': n02417914 '351': n02422106 '352': n02422699 '353': n02423022 '354': n02437312 '355': n02437616 '356': n02441942 '357': n02442845 '358': n02443114 '359': n02443484 '360': n02444819 '361': n02445715 '362': n02447366 '363': n02454379 '364': n02457408 '365': n02480495 '366': n02480855 '367': n02481823 '368': n02483362 '369': n02483708 '370': n02484975 '371': n02486261 '372': n02486410 '373': n02487347 '374': n02488291 '375': n02488702 '376': n02489166 '377': n02490219 '378': n02492035 '379': n02492660 '380': n02493509 '381': n02493793 '382': n02494079 '383': n02497673 '384': n02500267 '385': n02504013 '386': n02504458 '387': n02509815 '388': n02510455 '389': n02514041 '390': n02526121 '391': n02536864 '392': n02606052 '393': n02607072 '394': n02640242 '395': n02641379 '396': n02643566 '397': n02655020 '398': n02666196 '399': n02667093 '400': n02669723 '401': n02672831 '402': n02676566 '403': n02687172 '404': n02690373 '405': n02692877 '406': n02699494 '407': n02701002 '408': n02704792 '409': n02708093 '410': n02727426 '411': n02730930 '412': n02747177 '413': n02749479 '414': n02769748 '415': n02776631 '416': n02777292 '417': n02782093 '418': n02783161 '419': n02786058 '420': n02787622 '421': n02788148 '422': n02790996 '423': n02791124 '424': n02791270 '425': n02793495 '426': n02794156 '427': n02795169 '428': n02797295 '429': n02799071 '430': n02802426 '431': n02804414 '432': n02804610 '433': n02807133 '434': n02808304 '435': n02808440 '436': n02814533 '437': n02814860 '438': n02815834 '439': n02817516 '440': n02823428 '441': n02823750 '442': n02825657 '443': n02834397 '444': n02835271 '445': n02837789 '446': n02840245 '447': n02841315 '448': n02843684 '449': n02859443 '450': n02860847 '451': n02865351 '452': n02869837 '453': n02870880 '454': n02871525 '455': n02877765 '456': n02879718 '457': n02883205 '458': n02892201 '459': n02892767 '460': n02894605 '461': n02895154 '462': n02906734 '463': n02909870 '464': n02910353 '465': n02916936 '466': n02917067 '467': n02927161 '468': n02930766 '469': n02939185 '470': n02948072 '471': n02950826 '472': n02951358 '473': n02951585 '474': n02963159 '475': n02965783 '476': n02966193 '477': n02966687 '478': n02971356 '479': n02974003 '480': n02977058 '481': n02978881 '482': n02979186 '483': n02980441 '484': n02981792 '485': n02988304 '486': n02992211 '487': n02992529 '488': n02999410 '489': n03000134 '490': n03000247 '491': n03000684 '492': n03014705 '493': n03016953 '494': n03017168 '495': n03018349 '496': n03026506 '497': n03028079 '498': n03032252 '499': n03041632 '500': n03042490 '501': n03045698 '502': n03047690 '503': n03062245 '504': n03063599 '505': n03063689 '506': n03065424 '507': n03075370 '508': n03085013 '509': n03089624 '510': n03095699 '511': n03100240 '512': n03109150 '513': n03110669 '514': n03124043 '515': n03124170 '516': n03125729 '517': n03126707 '518': n03127747 '519': n03127925 '520': n03131574 '521': n03133878 '522': n03134739 '523': n03141823 '524': n03146219 '525': n03160309 '526': n03179701 '527': n03180011 '528': n03187595 '529': n03188531 '530': n03196217 '531': n03197337 '532': n03201208 '533': n03207743 '534': n03207941 '535': n03208938 '536': n03216828 '537': n03218198 '538': n03220513 '539': n03223299 '540': n03240683 '541': n03249569 '542': n03250847 '543': n03255030 '544': n03259280 '545': n03271574 '546': n03272010 '547': n03272562 '548': n03290653 '549': n03291819 '550': n03297495 '551': n03314780 '552': n03325584 '553': n03337140 '554': n03344393 '555': n03345487 '556': n03347037 '557': n03355925 '558': n03372029 '559': n03376595 '560': n03379051 '561': n03384352 '562': n03388043 '563': n03388183 '564': n03388549 '565': n03393912 '566': n03394916 '567': n03400231 '568': n03404251 '569': n03417042 '570': n03424325 '571': n03425413 '572': n03443371 '573': n03444034 '574': n03445777 '575': n03445924 '576': n03447447 '577': n03447721 '578': n03450230 '579': n03452741 '580': n03457902 '581': n03459775 '582': n03461385 '583': n03467068 '584': n03476684 '585': n03476991 '586': n03478589 '587': n03481172 '588': n03482405 '589': n03483316 '590': n03485407 '591': n03485794 '592': n03492542 '593': n03494278 '594': n03495258 '595': n03496892 '596': n03498962 '597': n03527444 '598': n03529860 '599': n03530642 '600': n03532672 '601': n03534580 '602': n03535780 '603': n03538406 '604': n03544143 '605': n03584254 '606': n03584829 '607': n03590841 '608': n03594734 '609': n03594945 '610': n03595614 '611': n03598930 '612': n03599486 '613': n03602883 '614': n03617480 '615': n03623198 '616': n03627232 '617': n03630383 '618': n03633091 '619': n03637318 '620': n03642806 '621': n03649909 '622': n03657121 '623': n03658185 '624': n03661043 '625': n03662601 '626': n03666591 '627': n03670208 '628': n03673027 '629': n03676483 '630': n03680355 '631': n03690938 '632': n03691459 '633': n03692522 '634': n03697007 '635': n03706229 '636': n03709823 '637': n03710193 '638': n03710637 '639': n03710721 '640': n03717622 '641': n03720891 '642': n03721384 '643': n03724870 '644': n03729826 '645': n03733131 '646': n03733281 '647': n03733805 '648': n03742115 '649': n03743016 '650': n03759954 '651': n03761084 '652': n03763968 '653': n03764736 '654': n03769881 '655': n03770439 '656': n03770679 '657': n03773504 '658': n03775071 '659': n03775546 '660': n03776460 '661': n03777568 '662': n03777754 '663': n03781244 '664': n03782006 '665': n03785016 '666': n03786901 '667': n03787032 '668': n03788195 '669': n03788365 '670': n03791053 '671': n03792782 '672': n03792972 '673': n03793489 '674': n03794056 '675': n03796401 '676': n03803284 '677': n03804744 '678': n03814639 '679': n03814906 '680': n03825788 '681': n03832673 '682': n03837869 '683': n03838899 '684': n03840681 '685': n03841143 '686': n03843555 '687': n03854065 '688': n03857828 '689': n03866082 '690': n03868242 '691': n03868863 '692': n03871628 '693': n03873416 '694': n03874293 '695': n03874599 '696': n03876231 '697': n03877472 '698': n03877845 '699': n03884397 '700': n03887697 '701': n03888257 '702': n03888605 '703': n03891251 '704': n03891332 '705': n03895866 '706': n03899768 '707': n03902125 '708': n03903868 '709': n03908618 '710': n03908714 '711': n03916031 '712': n03920288 '713': n03924679 '714': n03929660 '715': n03929855 '716': n03930313 '717': n03930630 '718': n03933933 '719': n03935335 '720': n03937543 '721': n03938244 '722': n03942813 '723': n03944341 '724': n03947888 '725': n03950228 '726': n03954731 '727': n03956157 '728': n03958227 '729': n03961711 '730': n03967562 '731': n03970156 '732': n03976467 '733': n03976657 '734': n03977966 '735': n03980874 '736': n03982430 '737': n03983396 '738': n03991062 '739': n03992509 '740': n03995372 '741': n03998194 '742': n04004767 '743': n04005630 '744': n04008634 '745': n04009552 '746': n04019541 '747': n04023962 '748': n04026417 '749': n04033901 '750': n04033995 '751': n04037443 '752': n04039381 '753': n04040759 '754': n04041544 '755': n04044716 '756': n04049303 '757': n04065272 '758': n04067472 '759': n04069434 '760': n04070727 '761': n04074963 '762': n04081281 '763': n04086273 '764': n04090263 '765': n04099969 '766': n04111531 '767': n04116512 '768': n04118538 '769': n04118776 '770': n04120489 '771': n04125021 '772': n04127249 '773': n04131690 '774': n04133789 '775': n04136333 '776': n04141076 '777': n04141327 '778': n04141975 '779': n04146614 '780': n04147183 '781': n04149813 '782': n04152593 '783': n04153751 '784': n04154565 '785': n04162706 '786': n04179913 '787': n04192698 '788': n04200800 '789': n04201297 '790': n04204238 '791': n04204347 '792': n04208210 '793': n04209133 '794': n04209239 '795': n04228054 '796': n04229816 '797': n04235860 '798': n04238763 '799': n04239074 '800': n04243546 '801': n04251144 '802': n04252077 '803': n04252225 '804': n04254120 '805': n04254680 '806': n04254777 '807': n04258138 '808': n04259630 '809': n04263257 '810': n04264628 '811': n04265275 '812': n04266014 '813': n04270147 '814': n04273569 '815': n04275548 '816': n04277352 '817': n04285008 '818': n04286575 '819': n04296562 '820': n04310018 '821': n04311004 '822': n04311174 '823': n04317175 '824': n04325704 '825': n04326547 '826': n04328186 '827': n04330267 '828': n04332243 '829': n04335435 '830': n04336792 '831': n04344873 '832': n04346328 '833': n04347754 '834': n04350905 '835': n04355338 '836': n04355933 '837': n04356056 '838': n04357314 '839': n04366367 '840': n04367480 '841': n04370456 '842': n04371430 '843': n04371774 '844': n04372370 '845': n04376876 '846': n04380533 '847': n04389033 '848': n04392985 '849': n04398044 '850': n04399382 '851': n04404412 '852': n04409515 '853': n04417672 '854': n04418357 '855': n04423845 '856': n04428191 '857': n04429376 '858': n04435653 '859': n04442312 '860': n04443257 '861': n04447861 '862': n04456115 '863': n04458633 '864': n04461696 '865': n04462240 '866': n04465501 '867': n04467665 '868': n04476259 '869': n04479046 '870': n04482393 '871': n04483307 '872': n04485082 '873': n04486054 '874': n04487081 '875': n04487394 '876': n04493381 '877': n04501370 '878': n04505470 '879': n04507155 '880': n04509417 '881': n04515003 '882': n04517823 '883': n04522168 '884': n04523525 '885': n04525038 '886': n04525305 '887': n04532106 '888': n04532670 '889': n04536866 '890': n04540053 '891': n04542943 '892': n04548280 '893': n04548362 '894': n04550184 '895': n04552348 '896': n04553703 '897': n04554684 '898': n04557648 '899': n04560804 '900': n04562935 '901': n04579145 '902': n04579432 '903': n04584207 '904': n04589890 '905': n04590129 '906': n04591157 '907': n04591713 '908': n04592741 '909': n04596742 '910': n04597913 '911': n04599235 '912': n04604644 '913': n04606251 '914': n04612504 '915': n04613696 '916': n06359193 '917': n06596364 '918': n06785654 '919': n06794110 '920': n06874185 '921': n07248320 '922': n07565083 '923': n07579787 '924': n07583066 '925': n07584110 '926': n07590611 '927': n07613480 '928': n07614500 '929': n07615774 '930': n07684084 '931': n07693725 '932': n07695742 '933': n07697313 '934': n07697537 '935': n07711569 '936': n07714571 '937': n07714990 '938': n07715103 '939': n07716358 '940': n07716906 '941': n07717410 '942': n07717556 '943': n07718472 '944': n07718747 '945': n07720875 '946': n07730033 '947': n07734744 '948': n07742313 '949': n07745940 '950': n07747607 '951': n07749582 '952': n07753113 '953': n07753275 '954': n07753592 '955': n07754684 '956': n07760859 '957': n07768694 '958': n07802026 '959': n07831146 '960': n07836838 '961': n07860988 '962': n07871810 '963': n07873807 '964': n07875152 '965': n07880968 '966': n07892512 '967': n07920052 '968': n07930864 '969': n07932039 '970': n09193705 '971': n09229709 '972': n09246464 '973': n09256479 '974': n09288635 '975': n09332890 '976': n09399592 '977': n09421951 '978': n09428293 '979': n09468604 '980': n09472597 '981': n09835506 '982': n10148035 '983': n10565667 '984': n11879895 '985': n11939491 '986': n12057211 '987': n12144580 '988': n12267677 '989': n12620546 '990': n12768682 '991': n12985857 '992': n12998815 '993': n13037406 '994': n13040303 '995': n13044778 '996': n13052670 '997': n13054560 '998': n13133613 '999': n15075141 - name: original_filename dtype: string - name: original_hash dtype: string splits: - name: synthetic_gan num_bytes: 241800515.64 num_examples: 24999 - name: synthetic_diffusion num_bytes: 329296506.0 num_examples: 25000 - name: adversarial_autoattack_resnet num_bytes: 755454273.0 num_examples: 5000 - name: adversarial_autoattack_vit num_bytes: 2217501074.0 num_examples: 5000 - name: adversarial_pgd_resnet num_bytes: 755454474.0 num_examples: 5000 - name: adversarial_pgd_vit num_bytes: 2217501084.0 num_examples: 5000 download_size: 6513646801 dataset_size: 6517007926.639999 pretty_name: BROAD size_categories: - 10K<n<100K tags: - imagenet - OOD detection - distribution shift --- # Partial dataset used to build BROAD (Benchmarking Resilience Over Anomaly Diversity ) Refer to [this repo ](https://github.com/ServiceNow/broad) to build the complete BROAD dataset. The partial data included here contains synthetica images from BROAD and encoded unrecognizable images given by adversarial perturbations of imagenet samples. Decoding is implemented in the repo referred above. ## Dataset Description The BROAD dataset was introduced to benchmark OOD detection methods against a broader variety of distribution shifts in the paper Expecting The Unexpected: Towards Broad Out-Of-Distribution Detection. Each split of BROAD is designed to be close (but different) to the [ImageNet](https://www.image-net.org/index.php) distribution. ### Dataset Summary BROAD is comprised of 16 splits, 9 of which can be downloaded from this page. The remaining 7 can be obtained through external links. We first describe the splits available from this hub, and then specify the external splits and how to get them. Please refer to Expecting The Unexpected: Towards Broad Out-Of-Distribution Detection for more detailed description of the data and its acquisition. ### Included Splits - **Clean** is comprised of 36157 images from the original validation set of ILSVRC2012. They are used as in-distribution in BROAD. - **Adversarial Autoattack Resnet**, **Adversarial Autoattack ViT**, **Adversarial PGD Resnet** and **Adversarial PGD ViT** are splits each comprised of 5,000 adversarial perturbations of clean validation images, using a perturbation budget of 0.05 with the L-infinity norm. These attacks are computed against a trained ResNet-50 and a trained ViT-b/16. PGD uses 40 iterations and for Autoattack, only the attack model achieving the most confident misclassification is kept. - **Synthetic Gan** and **Synthetic Diffusion** are each comprised of 25,000 synthetic images generated to imitate the ImageNet distribution. For Synthetic Gan, a conditional BigGan architecture was used to generate 25 artificial samples from each ImageNet class. For Synthetic diffusion, we leveraged stable diffusion models to generate 25 artificial samples per class using the prompt "High quality image of a {class_name}". - **CoComageNet** is a novel split from the [CoCo](https://cocodataset.org/#home) dataset comprised of 2000 images, each featuring multiple distinct classes of ImageNet. Each image of CoComageNet thus features multiple objects, at least two of which have distinct ImageNet labels. More details on the construction of CoComageNet can be found in the paper. - **CoComageNet-mono** is built similarly to CoComageNet, except each image only has one object with ImageNet label. It is designed as an ablation, to isolate the effect of having instances of multiple labels from other distributional shifts in CoComageNet. ### External Splits - **iNaturalist** is a split of the original [iNaturalist2017 dataset](https://github.com/visipedia/inat_comp/tree/master/2017) designed for OOD detection with ImageNet as in-distribution. It was introduced in [MOS: Towards Scaling Out-of-distribution Detection for Large Semantic Space](https://arxiv.org/pdf/2105.01879.pdf) and can be downloaded [here](http://pages.cs.wisc.edu/~huangrui/imagenet_ood_dataset/iNaturalist.tar.gz). - **ImageNet-O** was introduced in [Natural Adversarial Examples](https://arxiv.org/pdf/1907.07174.pdf) and is comprised of natural examples that were selected for their high classification confidence by CNNs. It can be downloaded [here](https://people.eecs.berkeley.edu/~hendrycks/imagenet-o.tar). - **OpenImage-O** is a subset of the OpenImage dataset that was built similarly to ImageNet-O in [ViM: Out-Of-Distribution with Virtual-logit Matching](https://arxiv.org/pdf/2203.10807.pdf). The file list can be accessed [here](https://github.com/haoqiwang/vim/blob/master/datalists/openimage_o.txt). - **Defocus blur**, **Gaussian noise**, **Snow** and **Brightness** are all existing splits of the [ImageNet-C dataset](https://github.com/hendrycks/robustness). For BROAD, only the highest strength of corruption (5/5) is used. ### LICENSE This work is licensed under a <a rel="license" href="http://creativecommons.org/licenses/by/4.0/deed.en_US">Creative Commons Attribution 4.0 Unported License</a>.
提供机构:
ServiceNow
原始信息汇总

数据集概述

数据集名称

  • BROAD

数据集特征

  • date_captured: 数据类型为字符串
  • coco_url: 数据类型为字符串
  • license_name: 数据类型为字符串
  • license_url: 数据类型为字符串
  • coco_id: 数据类型为字符串
  • image: 数据类型为图像
  • label: 数据类型为int64
  • flickr_url: 数据类型为字符串

数据集分割

  • Clean: 包含36,157个示例,总字节数为333,801,279.747
  • CocomageNet: 包含2,000个示例,总字节数为306,403,223
  • CocomageNet_mono: 包含2,000个示例,总字节数为18,956,338
  • Synthetic_gan: 包含24,999个示例,总字节数为242,598,071.454
  • Synthetic_diffusion: 包含25,000个示例,总字节数为283,705,025
  • Adversarial_autoattack_resnet: 包含5,000个示例,总字节数为40,058,245
  • Adversarial_autoattack_vit: 包含5,000个示例,总字节数为35,610,460
  • Adversarial_pgd_resnet: 包含5,000个示例,总字节数为65,806,170
  • Adversarial_pgd_vit: 包含5,000个示例,总字节数为51,803,590

数据集大小

  • 下载大小: 1,432,934,722字节
  • 数据集大小: 1,378,742,402.201字节

数据集标签

  • imagenet
  • OOD detection
  • distribution shift

数据集许可

  • Creative Commons Attribution 4.0 Unported License
5,000+
优质数据集
54 个
任务类型
进入经典数据集
二维码
社区交流群

面向社区/商业的数据集话题

二维码
科研交流群

面向高校/科研机构的开源数据集话题

数据驱动未来

携手共赢发展

商业合作