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Datasets/Met

Met

UnknownIntroduced 2022-02-03

The Met dataset is a large-scale dataset for Instance-Level Recognition (ILR) in the artwork domain. It relies on the open access collection from the Metropolitan Museum of Art (The Met) in New York to form the training set, which consists of about 400k images from more than 224k classes, with artworks of world-level geographic coverage and chronological periods dating back to the Paleolithic period. Each museum exhibit corresponds to a unique artwork, and defines its own class. The training set exhibits a long-tail distribution with more than half of the classes represented by a single image, making it a special case of few-shot learning.

Related Benchmarks

METR-LA/Feature Engineering/1 step MAEMETR-LA/Imputation/1 step MAEMETR-LA/Time Series Analysis/FLOPs(M)METR-LA/Time Series Analysis/MAE @ 12 stepMETR-LA/Time Series Analysis/MAPE @ 12 stepMETR-LA/Time Series Analysis/Parameters(K)METR-LA/Time Series Analysis/RMSE @ 12 stepMETR-LA/Time Series Forecasting/FLOPs(M)METR-LA/Time Series Forecasting/MAE @ 12 stepMETR-LA/Time Series Forecasting/MAPE @ 12 stepMETR-LA/Time Series Forecasting/Parameters(K)METR-LA/Time Series Forecasting/RMSE @ 12 stepMETR-LA/Traffic Prediction/12 steps MAEMETR-LA/Traffic Prediction/12 steps MAPEMETR-LA/Traffic Prediction/12 steps RMSEMETR-LA/Traffic Prediction/MAE @ 12 stepMETR-LA/Traffic Prediction/MAE @ 3 stepMETR-LA Point Missing/Traffic Prediction/MAEMetFaces/Image Generation/MAE SignatureMetFaces/Image Generation/MAE log-signatureMetFaces/Image Generation/RMSE SignatureMetFaces/Image Generation/RMSE log-signatureMetFaces-U/Image Generation/EQ-RMetFaces-U/Image Generation/EQ-TMetFaces-U/Image Generation/FIDMeta-Dataset/Few-Shot Image Classification/AccuracyMeta-Dataset/Image Classification/AccuracyMeta-Dataset Rank/Few-Shot Image Classification/Mean RankMeta-Dataset Rank/Image Classification/Mean RankMetaQA/Question Answering/AnswerExactMatch (Question Answering)Metamath set.mm/Automated Theorem Proving/Pass@32Metamath set.mm/Automated Theorem Proving/Percentage correctMetamath set.mm/Mathematical Proofs/Pass@32Metamath set.mm/Mathematical Proofs/Percentage correct

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