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| histogram
dict | partial
bool 2
classes |
---|---|---|---|---|---|---|---|---|---|---|---|
clarin-pl/polemo2-official | reviews_text | test | 50 | text | 20 | 1,102 | 388.92 | 367.5 | 238.51794 | {
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clarin-pl/polemo2-official | reviews_text | validation | 51 | text | 8 | 1,831 | 425.7451 | 382 | 305.54776 | {
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clarin-pl/polemo2-official | reviews_sentence | test | 253 | text | 4 | 806 | 113.03162 | 85 | 110.69864 | {
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clarin-pl/polemo2-official | reviews_text | train | 403 | text | 21 | 2,035 | 431.99504 | 368 | 286.4496 | {
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KBLab/overlim | sst_da | train | 66,486 | text | 1 | 287 | 52.93763 | 38 | 43.62736 | {
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KBLab/overlim | sst_da | validation | 863 | text | 2 | 267 | 52.42526 | 37 | 43.08079 | {
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KBLab/overlim | stsb_da | test | 1,500 | text_a | 14 | 204 | 63.828 | 55 | 35.18746 | {
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KBLab/overlim | stsb_da | test | 1,500 | text_b | 14 | 199 | 63.58133 | 55 | 34.84328 | {
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classla/FRENK-hate-en | binary | validation | 933 | text | 1 | 5,860 | 143.07074 | 79 | 269.39972 | {
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KBLab/overlim | stsb_nb | train | 4,312 | text_a | 4 | 352 | 54.94365 | 44 | 34.127 | {
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KBLab/overlim | stsb_nb | train | 4,312 | text_b | 4 | 269 | 55.20269 | 45 | 33.49182 | {
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KBLab/overlim | rte_sv | validation | 276 | hypothesis | 18 | 191 | 51.3587 | 45 | 24.2059 | {
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KBLab/overlim | rte_sv | validation | 276 | premise | 34 | 1,139 | 241.01812 | 197 | 169.35028 | {
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KBLab/overlim | sst_nb | train | 66,486 | text | 1 | 343 | 51.11915 | 38 | 41.05134 | {
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LeoCordoba/CC-NEWS-ES | cl | train | 116,661 | text | 227 | 79,366 | 1,772.02337 | 909 | 2,579.35148 | {
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KBLab/overlim | stsb_da | train | 4,312 | text_a | 7 | 361 | 58.01206 | 47 | 36.36575 | {
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KBLab/overlim | stsb_da | train | 4,312 | text_b | 11 | 315 | 58.14889 | 48 | 35.82329 | {
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KBLab/overlim | stsb_da | validation | 1,437 | text_a | 12 | 328 | 59.60264 | 48 | 38.2924 | {
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"hist": [
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} | false |
KBLab/overlim | stsb_da | validation | 1,437 | text_b | 13 | 256 | 58.68058 | 48 | 36.25957 | {
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"hist": [
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} | false |
KBLab/overlim | rte_sv | train | 2,214 | hypothesis | 14 | 255 | 52.75023 | 45 | 28.36175 | {
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"hist": [
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} | false |
KBLab/overlim | rte_sv | train | 2,214 | premise | 27 | 1,364 | 268.59937 | 192 | 197.63914 | {
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KBLab/overlim | sst_nb | validation | 863 | text | 3 | 261 | 51.14368 | 38 | 40.47371 | {
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} | false |
KBLab/overlim | rte_da | validation | 276 | hypothesis | 18 | 189 | 51.37681 | 46 | 24.00249 | {
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KBLab/overlim | rte_da | validation | 276 | premise | 32 | 1,092 | 241.81884 | 195.5 | 169.14595 | {
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} | false |
KBLab/overlim | rte_da | test | 277 | hypothesis | 20 | 180 | 50.11552 | 46 | 20.68311 | {
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KBLab/overlim | rte_da | test | 277 | premise | 30 | 1,076 | 256.27076 | 185 | 185.00148 | {
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} | false |
KBLab/overlim | rte_nb | train | 2,214 | hypothesis | 15 | 202 | 51.28907 | 45 | 26.33164 | {
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KBLab/overlim | rte_nb | train | 2,214 | premise | 4 | 1,338 | 252.28229 | 180 | 186.338 | {
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} | false |
KBLab/overlim | rte_nb | validation | 276 | hypothesis | 16 | 178 | 50.19565 | 45 | 22.74135 | {
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KBLab/overlim | rte_nb | validation | 276 | premise | 29 | 1,112 | 226.71739 | 179.5 | 160.96464 | {
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KBLab/overlim | rte_nb | test | 277 | hypothesis | 16 | 161 | 48.73285 | 45 | 19.60241 | {
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KBLab/overlim | rte_nb | test | 277 | premise | 4 | 1,030 | 241.93502 | 177 | 176.95237 | {
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KBLab/overlim | sst_da | test | 872 | text | 5 | 248 | 104.78555 | 103 | 48.81236 | {
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"hist": [
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} | false |
GEM/mlb_data_to_text | default | test | 1,744 | day | 8 | 8 | 8 | 8 | 0 | {
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"hist": [
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} | false |
GEM/mlb_data_to_text | default | test | 1,744 | gem_id | 27 | 30 | 29.36525 | 29 | 0.60517 | {
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"hist": [
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} | false |
GEM/mlb_data_to_text | default | test | 1,744 | home_city | 5 | 13 | 8.71617 | 9 | 1.99116 | {
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} | false |
GEM/mlb_data_to_text | default | test | 1,744 | linearized_input | 16,518 | 47,599 | 24,983.89507 | 24,644 | 3,173.88376 | {
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GEM/mlb_data_to_text | default | test | 1,744 | summary_eval | 757 | 7,303 | 2,630.19725 | 2,580 | 681.20607 | {
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} | false |
GEM/mlb_data_to_text | default | test | 1,744 | target | 757 | 7,303 | 2,630.19725 | 2,580 | 681.20607 | {
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} | false |
GEM/mlb_data_to_text | default | test | 1,744 | vis_city | 5 | 13 | 8.7047 | 9 | 1.94841 | {
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} | false |
KBLab/overlim | sst_nb | test | 872 | text | 4 | 240 | 99.0172 | 97 | 45.76362 | {
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"hist": [
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} | false |
KBLab/overlim | sst_sv | train | 66,486 | text | 1 | 311 | 52.78699 | 38 | 43.0506 | {
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"hist": [
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} | false |
KBLab/overlim | sst_sv | validation | 863 | text | 2 | 262 | 52.17381 | 38 | 41.92129 | {
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} | false |
KBLab/overlim | sst_sv | test | 872 | text | 6 | 247 | 104.01376 | 101 | 48.55562 | {
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KBLab/overlim | stsb_nb | test | 1,500 | text_a | 4 | 215 | 61.37467 | 53 | 33.01743 | {
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KBLab/overlim | stsb_nb | test | 1,500 | text_b | 7 | 196 | 60.89267 | 53 | 32.61879 | {
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KBLab/overlim | wnli_da | train | 565 | hypothesis | 9 | 184 | 42.56814 | 35 | 25.06363 | {
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KBLab/overlim | wnli_da | train | 565 | premise | 24 | 312 | 101.21947 | 84 | 54.14901 | {
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KBLab/overlim | wnli_da | validation | 70 | hypothesis | 14 | 99 | 41.7 | 37 | 20.74158 | {
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KBLab/overlim | wnli_da | validation | 70 | premise | 32 | 263 | 100.32857 | 78.5 | 58.23907 | {
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KBLab/overlim | wnli_nb | validation | 70 | hypothesis | 14 | 101 | 41.52857 | 38 | 19.34037 | {
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KBLab/overlim | wnli_nb | validation | 70 | premise | 34 | 265 | 99.72857 | 78.5 | 59.04087 | {
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KBLab/overlim | stsb_sv | train | 4,312 | text_a | 10 | 393 | 58.18947 | 48 | 36.36095 | {
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KBLab/overlim | stsb_sv | train | 4,312 | text_b | 11 | 332 | 57.99583 | 48 | 35.75015 | {
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KBLab/overlim | stsb_sv | validation | 1,437 | text_a | 10 | 350 | 59.83994 | 48 | 38.69484 | {
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KBLab/overlim | stsb_sv | validation | 1,437 | text_b | 12 | 252 | 59.0341 | 49 | 36.74353 | {
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KBLab/overlim | wnli_da | test | 71 | premise | 41 | 312 | 107.73239 | 89 | 59.89561 | {
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KBLab/overlim | wnli_nb | train | 565 | hypothesis | 9 | 188 | 41.89735 | 35 | 23.7657 | {
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KBLab/overlim | wnli_nb | train | 565 | premise | 30 | 305 | 100.83186 | 85 | 52.75534 | {
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KBLab/overlim | wnli_sv | test | 71 | hypothesis | 16 | 105 | 36.88732 | 32 | 17.54386 | {
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KBLab/overlim | wnli_sv | test | 71 | premise | 43 | 316 | 109.04225 | 91 | 60.4333 | {
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KBLab/overlim | stsb_sv | test | 1,500 | text_a | 12 | 203 | 64.03067 | 55 | 35.52797 | {
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KBLab/overlim | stsb_sv | test | 1,500 | text_b | 13 | 223 | 63.54 | 55 | 35.02755 | {
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KBLab/overlim | wnli_nb | test | 71 | hypothesis | 15 | 101 | 36.35211 | 31 | 16.96307 | {
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KBLab/overlim | wnli_nb | test | 71 | premise | 32 | 305 | 107.15493 | 89 | 59.2888 | {
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KBLab/overlim | stsb_nb | validation | 1,437 | text_a | 4 | 260 | 56.3897 | 45 | 35.50152 | {
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KBLab/overlim | stsb_nb | validation | 1,437 | text_b | 4 | 251 | 55.60682 | 45 | 33.32631 | {
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KBLab/overlim | wnli_sv | train | 565 | hypothesis | 10 | 183 | 42.49735 | 34 | 25.35336 | {
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KBLab/overlim | wnli_sv | train | 565 | premise | 33 | 316 | 102.53805 | 86 | 54.51066 | {
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KBLab/overlim | wnli_sv | validation | 70 | hypothesis | 14 | 104 | 41.22857 | 36.5 | 20.23712 | {
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KBLab/overlim | wnli_sv | validation | 70 | premise | 33 | 271 | 101.94286 | 81 | 60.10278 | {
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LeoCordoba/CC-NEWS-ES | cr | train | 16,542 | text | 241 | 69,988 | 1,430.47987 | 853.5 | 1,954.08589 | {
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LeoCordoba/CC-NEWS-ES | es | train | 1,654,915 | text | 209 | 114,987 | 1,583.54909 | 1,136 | 1,469.12057 | {
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LeoCordoba/CC-NEWS-ES | mx | train | 652,418 | text | 220 | 96,134 | 1,363.77836 | 909 | 1,409.43751 | {
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lighteval/MATH | counting_and_probability | train | 771 | problem | 24 | 2,080 | 253.09339 | 204 | 199.94828 | {
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lighteval/MATH | counting_and_probability | train | 771 | solution | 43 | 2,838 | 567.50843 | 444 | 427.93553 | {
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lighteval/MATH | counting_and_probability | test | 474 | problem | 24 | 2,828 | 231.94937 | 183 | 218.60138 | {
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lighteval/MATH | geometry | test | 479 | problem | 24 | 1,934 | 335.16493 | 254 | 250.27619 | {
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lighteval/MATH | geometry | test | 479 | solution | 73 | 3,356 | 725.95616 | 608 | 509.94745 | {
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lighteval/MATH | geometry | train | 870 | problem | 23 | 4,309 | 388.08391 | 320.5 | 323.39184 | {
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lighteval/MATH | geometry | train | 870 | solution | 73 | 5,511 | 819.10575 | 695 | 590.91585 | {
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lighteval/MATH | algebra | test | 1,187 | problem | 16 | 2,166 | 145.14238 | 108 | 152.79453 | {
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lighteval/MATH | algebra | test | 1,187 | solution | 37 | 3,224 | 371.01685 | 302 | 288.76126 | {
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lighteval/MATH | algebra | train | 1,744 | problem | 16 | 2,245 | 155.84576 | 110 | 211.3198 | {
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lighteval/MATH | algebra | train | 1,744 | solution | 29 | 4,077 | 361.75803 | 296 | 299.02744 | {
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lighteval/MATH | precalculus | test | 546 | problem | 20 | 1,577 | 198.64469 | 165 | 142.30117 | {
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lighteval/MATH | precalculus | test | 546 | solution | 44 | 5,313 | 779.97985 | 629.5 | 605.35079 | {
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lighteval/MATH | precalculus | train | 746 | problem | 21 | 1,609 | 206.65282 | 169.5 | 167.36458 | {
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lighteval/MATH | precalculus | train | 746 | solution | 44 | 6,767 | 853.50134 | 674.5 | 693.50423 | {
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lighteval/MATH | intermediate_algebra | test | 903 | problem | 18 | 1,933 | 176.96899 | 140 | 166.88009 | {
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lighteval/MATH | intermediate_algebra | test | 903 | solution | 39 | 3,481 | 660.50277 | 535 | 488.83041 | {
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lighteval/MATH | intermediate_algebra | train | 1,295 | problem | 19 | 1,954 | 180.31815 | 139 | 185.01898 | {
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lighteval/MATH | intermediate_algebra | train | 1,295 | solution | 53 | 4,470 | 670.48571 | 534 | 499.20683 | {
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lighteval/MATH | prealgebra | test | 871 | problem | 17 | 1,733 | 194.42135 | 142 | 198.36963 | {
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lighteval/MATH | prealgebra | test | 871 | solution | 26 | 1,831 | 358.33639 | 285 | 256.25699 | {
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lighteval/MATH | prealgebra | train | 1,205 | problem | 16 | 2,060 | 209.94938 | 144 | 226.85632 | {
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lighteval/MATH | prealgebra | train | 1,205 | solution | 41 | 2,223 | 350.91867 | 289 | 245.01914 | {
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lighteval/MATH | number_theory | test | 540 | problem | 27 | 717 | 139.43519 | 110 | 90.0683 | {
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