ImageNet图像大数据集处理及说明书0920.docx

ImageNet图像大数据集处理及说明书0920.docx

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ImageNet图像大数据集处理及说明书0920

ImageNet图像数据集分类标签及对应的名称

这份数据是ILSVRC2012年比赛所有的数据，下载解压后如下：

QQ截图20151230204547.jpg（30.31KB,下载次数:

74）

下载附件

2015-12-3020:

48上传

请确认的确是你想要的数据，千万不要出现下载了一个礼拜，解压缩一个礼拜结果发现不是你想要的。

2.下载前请保证硬盘至少要有141G空间，多多益善。

3.必须使用XX云客户端下载，支持断点续传，不然出了点问题一切白费了。

上传时速度1.4M/s用了大约30个小时完成。

4.所有图片共分为1000个类别，这1000个类别的分类标签及对应的名称如下所述。

例如第1类的标签为n01440764，第1类的名称为'tench,Tincatinca'；

Defineacellofmatlab:

Label1

（1）={'daffff'}

Label2{1}=（'dddfff'）

Label2{1}={'dddfff'}

>>net.meta.classes.name

Columns1through9

'n01440764''n01443537''n01484850''n01491361''n01494475''n01496331''n01498041''n01514668''n01514859'

Columns10through18

'n01518878''n01530575''n01531178''n01532829''n01534433''n01537544''n01558993''n01560419''n01580077'

Columns19through27

'n01582220''n01592084''n01601694''n01608432''n01614925''n01616318''n01622779''n01629819''n01630670'

Columns28through36

'n01631663''n01632458''n01632777''n01641577''n01644373''n01644900''n01664065''n01665541''n01667114'

Columns37through45

'n01667778''n01669191''n01675722''n01677366''n01682714''n01685808''n01687978''n01688243''n01689811'

Columns46through54

'n01692333''n01693334''n01694178''n01695060''n01697457''n01698640''n01704323''n01728572''n01728920'

Columns55through63

'n01729322''n01729977''n01734418''n01735189''n01737021''n01739381''n01740131''n01742172''n01744401'

Columns64through72

'n01748264''n01749939''n01751748''n01753488''n01755581''n01756291''n01768244''n01770081''n01770393'

Columns73through81

'n01773157''n01773549''n01773797''n01774384''n01774750''n01775062''n01776313''n01784675''n01795545'

Columns82through90

'n01796340''n01797886''n01798484''n01806143''n01806567''n01807496''n01817953''n01818515''n01819313'

Columns91through99

'n01820546''n01824575''n01828970''n01829413''n01833805''n01843065''n01843383''n01847000''n01855032'

Columns100through108

'n01855672''n01860187''n01871265''n01872401''n01873310''n01877812''n01882714''n01883070''n01910747'

Columns109through117

'n01914609''n01917289''n01924916''n01930112''n01943899''n01944390''n01945685''n01950731''n01955084'

Columns118through126

'n01968897''n01978287''n01978455''n01980166''n01981276''n01983481''n01984695''n01985128''n01986214'

Columns127through135

'n01990800''n02002556''n02002724''n02006656''n02007558''n02009229''n02009912''n02011460''n02012849'

Columns136through144

'n02013706''n02017213''n02018207''n02018795''n02025239''n02027492''n02028035''n02033041''n02037110'

Columns145through153

'n02051845''n02056570''n02058221''n02066245''n02071294''n02074367''n02077923''n02085620''n02085782'

Columns154through162

'n02085936''n02086079''n02086240''n02086646''n02086910''n02087046''n02087394''n02088094''n02088238'

Columns163through171

'n02088364''n02088466''n02088632''n02089078''n02089867''n02089973''n02090379''n02090622''n02090721'

Columns172through180

'n02091032''n02091134''n02091244''n02091467''n02091635''n02091831''n02092002''n02092339''n02093256'

Columns181through189

'n02093428''n02093647''n02093754''n02093859''n02093991''n02094114''n02094258''n02094433''n02095314'

Columns190through198

'n02095570''n02095889''n02096051''n02096177''n02096294''n02096437''n02096585''n02097047''n02097130'

Columns199through207

'n02097209''n02097298''n02097474''n02097658''n02098105''n02098286''n02098413''n02099267''n02099429'

Columns208through216

'n02099601''n02099712''n02099849''n02100236''n02100583''n02100735''n02100877''n02101006''n02101388'

Columns217through225

'n02101556''n02102040''n02102177''n02102318''n02102480''n02102973''n02104029''n02104365''n02105056'

Columns226through234

'n02105162''n02105251''n02105412''n02105505''n02105641''n02105855''n02106030''n02106166''n02106382'

Columns235through243

'n02106550''n02106662''n02107142''n02107312''n02107574''n02107683''n02107908''n02108000''n02108089'

Columns244through252

'n02108422''n02108551''n02108915''n02109047''n02109525''n02109961''n02110063''n02110185''n02110341'

Columns253through261

'n02110627''n02110806''n02110958''n02111129''n02111277''n02111500''n02111889''n02112018''n02112137'

Columns262through270

'n02112350''n02112706''n02113023''n02113186''n02113624''n02113712''n02113799''n02113978''n02114367'

Columns271through279

'n02114548''n02114712''n02114855''n02115641''n02115913''n02116738''n02117135''n02119022''n02119789'

Columns280through288

'n02120079''n02120505''n02123045''n02123159''n02123394''n02123597''n02124075''n02125311''n02127052'

Columns289through297

'n02128385''n02128757''n02128925''n02129165''n02129604''n02130308''n02132136''n02133161''n02134084'

Columns298through306

'n02134418''n02137549''n02138441''n02165105''n02165456''n02167151''n02168699''n02169497''n02172182'

Columns307through315

'n02174001''n02177972''n02190166''n02206856''n02219486''n02226429''n02229544''n02231487''n02233338'

Columns316through324

'n02236044''n02256656''n02259212''n02264363''n02268443''n02268853''n02276258''n02277742''n02279972'

Columns325through333

'n02280649''n02281406''n02281787''n02317335''n02319095''n02321529''n02325366''n02326432''n02328150'

Columns334through342

'n02342885''n02346627''n02356798''n02361337''n02363005''n02364673''n02389026''n02391049''n02395406'

Columns343through351

'n02396427''n02397096''n02398521''n02403003''n02408429''n02410509''n02412080''n02415577''n02417914'

Columns352through360

'n02422106''n02422699''n02423022''n02437312''n02437616''n02441942''n02442845''n02443114''n02443484'

Columns361through369

'n02444819''n02445715''n02447366''n02454379''n02457408''n02480495''n02480855''n02481823''n02483362'

Columns370through378

'n02483708''n02484975''n02486261''n02486410''n02487347''n02488291''n02488702''n02489166''n02490219'

Columns379through387

'n02492035''n02492660''n02493509''n02493793''n02494079''n02497673''n02500267''n02504013''n02504458'

Columns388through396

'n02509815''n02510455''n02514041''n02526121''n02536864''n02606052''n02607072''n02640242''n02641379'

Columns397through405

'n02643566''n02655020''n02666196''n02667093''n02669723''n02672831''n02676566''n02687172''n02690373'

Columns406through414

'n02692877''n02699494''n02701002''n02704792''n02708093''n02727426''n02730930''n02747177''n02749479'

Columns415through423

'n02769748''n02776631''n02777292''n02782093''n02783161''n02786058''n02787622''n02788148''n02790996'

Columns424through432

'n02791124''n02791270''n02793495''n02794156''n02795169''n02797295''n02799071''n02802426''n02804414'

Columns433through441

'n02804610''n02807133''n02808304''n02808440''n02814533''n02814860''n02815834''n02817516''n02823428'

Columns442through450

'n02823750''n02825657''n02834397''n02835271''n02837789''n02840245''n02841315''n02843684''n02859443'

Columns451through459

'n02860847''n02865351''n02869837''n02870880''n02871525''n02877765''n02879718''n02883205''n02892201'

Columns460through468

'n02892767''n02894605''n02895154''n02906734''n02909870''n02910353''n02916936''n02917067''n02927161'

Columns469through477

'n02930766''n02939185''n02948072''n02950826''n02951358''n02951585''n02963159''n02965783''n02966193'

Columns478through486

'n02966687''n02971356''n02974003''n02977058''n02978881''n02979186''n02980441''n02981792''n02988304'

Columns487through495

'n02992211''n02992529''n02999410''n03000134''n03000247''n03000684''n03014705''n03016953''n03017168'

Columns496through504

'n03018349''n03026506''n03028079''n03032252''n03041632''n03042490''n03045698''n03047690''n03062245'

Columns505through513

'n03063599''n03063689''n03065424''n03075370''n03085013''n03089624''n03095699''n03100240''n03109150'

Columns514through522

'n03110669''n03124043''n03124170''n03125729''n03126707''n03127747''n03127925''n03131574''n03133878'

Columns523through531

'n03134739''n03141823''n03146219''n03160309''n03179701''n03180011''n03187595''n03188531''n03196217'

Columns532through540

'n03197337''n03201208''n03207743''n03207941''n03208938''n03216828''n03218198''n03220513''n03223299'

Columns541through549

'n03240683''n03249569''n03250847''n03255030''n03259280''n03271574''n03272010''n03272562''n03290653'

Columns550through558

'n03291819''n03297495''n03314780''n03325584''n03337140''n03344393''n03345487''n03347037''n03355925'

Columns559through567

'n03372029''n03376595''n03379051''n03384352''n03388043''n03388183''n03388549''n03393912''n03394916'

Columns568through576

'n03400231''n03404251''n03417042''n03424325''n03425413''n03443371''n03444034''n03445777''n03445924'

Columns577through585

'n03447447''n03447721''n03450230''n03452741''n03457902''n03459775''n03461385''n03467068''n03476684'

Columns586through594

'n03476991''n03478589''n03481172''n03482405''n03483316''n03485407''n03485794''n03492542''n03494278'

Columns595through603

'n03495258''n03496892''n03498962''n03527444''n03529860''n03530642''n03532672''n03534580''n03535780'

Columns604through612

'n03538406''n03544143''n03584254''n03584829''n03590841''n03594734''n03594945''n03595614''n03598930'

Columns613through621

'n03599486''n03602883''n03617480''n03623198''n03627232''n03630383''n03633091''n03637318''n03642806'

Columns622through630

'n03649909''n03657121''n03658185''n03661043''n03662601''n03666591''n03670208''n03673027''n03676483'