example_id
stringlengths 35
35
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listlengths 2
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| label
stringclasses 2
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|---|---|---|
compatibility_disjoint_train_000000
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1
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compatibility_disjoint_train_000001
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[
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1
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compatibility_disjoint_train_000002
|
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1
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compatibility_disjoint_train_000003
|
[
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1
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compatibility_disjoint_train_000004
|
[
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1
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compatibility_disjoint_train_000005
|
[
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1
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compatibility_disjoint_train_000006
|
[
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1
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compatibility_disjoint_train_000007
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[
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1
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compatibility_disjoint_train_000008
|
[
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1
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compatibility_disjoint_train_000009
|
[
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1
|
compatibility_disjoint_train_000010
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compatibility_disjoint_train_000011
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[
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compatibility_disjoint_train_000012
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compatibility_disjoint_train_000013
|
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compatibility_disjoint_train_000014
|
[
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compatibility_disjoint_train_000015
|
[
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1
|
compatibility_disjoint_train_000016
|
[
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1
|
compatibility_disjoint_train_000017
|
[
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1
|
compatibility_disjoint_train_000018
|
[
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1
|
compatibility_disjoint_train_000019
|
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compatibility_disjoint_train_000020
|
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compatibility_disjoint_train_000021
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compatibility_disjoint_train_000022
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compatibility_disjoint_train_000023
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1
|
compatibility_disjoint_train_000024
|
[
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compatibility_disjoint_train_000025
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compatibility_disjoint_train_000026
|
[
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1
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compatibility_disjoint_train_000027
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[
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1
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compatibility_disjoint_train_000028
|
[
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1
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compatibility_disjoint_train_000029
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1
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compatibility_disjoint_train_000030
|
[
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1
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compatibility_disjoint_train_000031
|
[
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compatibility_disjoint_train_000032
|
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compatibility_disjoint_train_000033
|
[
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1
|
compatibility_disjoint_train_000034
|
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compatibility_disjoint_train_000035
|
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compatibility_disjoint_train_000036
|
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compatibility_disjoint_train_000037
|
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1
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compatibility_disjoint_train_000038
|
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1
|
compatibility_disjoint_train_000039
|
[
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1
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compatibility_disjoint_train_000040
|
[
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1
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compatibility_disjoint_train_000041
|
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compatibility_disjoint_train_000042
|
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compatibility_disjoint_train_000043
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1
|
compatibility_disjoint_train_000044
|
[
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1
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compatibility_disjoint_train_000045
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1
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compatibility_disjoint_train_000046
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compatibility_disjoint_train_000047
|
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1
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compatibility_disjoint_train_000048
|
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1
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compatibility_disjoint_train_000049
|
[
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1
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compatibility_disjoint_train_000050
|
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compatibility_disjoint_train_000051
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compatibility_disjoint_train_000052
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1
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compatibility_disjoint_train_000053
|
[
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1
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compatibility_disjoint_train_000054
|
[
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1
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compatibility_disjoint_train_000055
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compatibility_disjoint_train_000056
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[
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1
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compatibility_disjoint_train_000057
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1
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compatibility_disjoint_train_000058
|
[
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1
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compatibility_disjoint_train_000059
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1
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compatibility_disjoint_train_000060
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1
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compatibility_disjoint_train_000061
|
[
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1
|
compatibility_disjoint_train_000062
|
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1
|
compatibility_disjoint_train_000063
|
[
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1
|
compatibility_disjoint_train_000064
|
[
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1
|
compatibility_disjoint_train_000065
|
[
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1
|
compatibility_disjoint_train_000066
|
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|
compatibility_disjoint_train_000067
|
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1
|
compatibility_disjoint_train_000068
|
[
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1
|
compatibility_disjoint_train_000069
|
[
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1
|
compatibility_disjoint_train_000070
|
[
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1
|
compatibility_disjoint_train_000071
|
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1
|
compatibility_disjoint_train_000072
|
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1
|
compatibility_disjoint_train_000073
|
[
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1
|
compatibility_disjoint_train_000074
|
[
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1
|
compatibility_disjoint_train_000075
|
[
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1
|
compatibility_disjoint_train_000076
|
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|
compatibility_disjoint_train_000077
|
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1
|
compatibility_disjoint_train_000078
|
[
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1
|
compatibility_disjoint_train_000079
|
[
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] |
1
|
compatibility_disjoint_train_000080
|
[
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1
|
compatibility_disjoint_train_000081
|
[
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1
|
compatibility_disjoint_train_000082
|
[
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] |
1
|
compatibility_disjoint_train_000083
|
[
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1
|
compatibility_disjoint_train_000084
|
[
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] |
1
|
compatibility_disjoint_train_000085
|
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compatibility_disjoint_train_000086
|
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|
compatibility_disjoint_train_000087
|
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1
|
compatibility_disjoint_train_000088
|
[
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|
compatibility_disjoint_train_000089
|
[
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|
compatibility_disjoint_train_000090
|
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] |
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|
compatibility_disjoint_train_000091
|
[
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] |
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|
compatibility_disjoint_train_000092
|
[
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] |
1
|
compatibility_disjoint_train_000093
|
[
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1
|
compatibility_disjoint_train_000094
|
[
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1
|
compatibility_disjoint_train_000095
|
[
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1
|
compatibility_disjoint_train_000096
|
[
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1
|
compatibility_disjoint_train_000097
|
[
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1
|
compatibility_disjoint_train_000098
|
[
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1
|
compatibility_disjoint_train_000099
|
[
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1
|
Polyvore Outfits (Refactored Version)
This repository provides a refactored version of the Polyvore Outfits dataset, originally introduced in the paper "Learning Type-Aware Embeddings for Fashion Compatibility" by Mariya I. Vasileva et al.
π Overview
The goal of this refactoring is to improve usability and developer experience. While the core data remains identical to the original, the file structure and JSON schemas have been standardized to make it easier to load and use in modern deep learning pipelines.
π Data Formats
1. Compatibility
Binary classification data to determine if a set of items matches.
label: 1: Compatiblelabel: 0: Incompatible
{
"items": ["217320763_1", "217320763_2"],
"label": 1
}
2. Fill-in-the-Blank (FITB)
Multiple-choice data to predict the most suitable item for a missing slot.
{
"items": ["217320763_1", "217320763_2"],
"blank_index": 2,
"candidates": ["217320763_3", "xxxx_x"],
"label": 0
}
π Citation & Original Work
This is a refactored version of the work by Vasileva et al. If you use this dataset, please cite the original paper:
@misc{vasileva2018learningtypeawareembeddingsfashion,
title={Learning Type-Aware Embeddings for Fashion Compatibility},
author={Mariya I. Vasileva and Bryan A. Plummer and Krishna Dusad and Shreya Rajpal and Ranjitha Kumar and David Forsyth},
year={2018},
eprint={1803.09196},
archivePrefix={arXiv},
primaryClass={cs.CV},
url={[https://arxiv.org/abs/1803.09196](https://arxiv.org/abs/1803.09196)},
}
βοΈ License
This refactored version follows the same licensing terms as the original Polyvore Outfits dataset. Please refer to the original source for specific usage restrictions.
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