fedi-index:数学
数学的推論:Arenaの数学投票と、Epoch AIによるFrontierMathの実行結果。
| # | ティア | モデル | fedi-index | パーセンタイル | 人間の評価 | タスク解決 | コスパ | ソース | スコアの内訳 |
|---|---|---|---|---|---|---|---|---|---|
| 1 | A | 1,491 ±4 | 100.0 | — | 1,511 | +53 | E | › | |
| 2 | S | 1,489 ±10 | 99.6 | 1,480 | 1,497 | +47 | AE | › | |
| 3 | S | 1,489 ±7 | 99 | 1,485 | 1,494 | +33 | AE | › | |
| 4 | S | 1,489 ±8 | 99 | 1,495 | 1,483 | +59 | AE | › | |
| 5 | A | 1,482 ±5 | 98 | — | 1,503 | +76◆ | E | › | |
| 6 | S | 1,478 ±10 | 98 | 1,434 | 1,509 | +12 | AE | › | |
| 7 | A | 1,470 ±7 | 98 | — | 1,491 | +50 | E | › | |
| 8 | S | 1,469 ±6 | 97 | 1,458 | 1,482 | +29 | AE | › | |
| 9 | A | 1,467 ±7 | 97 | — | 1,488 | -10 | E | › | |
| 10 | S | 1,467 ±7 | 96 | 1,444 | 1,493 | +40 | AE | › | |
| 11 | S | 1,464 ±7 | 96 | 1,486 | 1,435 | +41 | AE | › | |
| 12 | S | 1,463 ±9 | 96 | 1,488 | 1,436 | +84◆ | AE | › | |
| 13 | S | 1,462 ±7 | 95 | 1,458 | 1,467 | +27 | AE | › | |
| 14 | A | 1,461 ±7 | 95 | 1,460 | 1,462 | +39 | AE | › | |
| 15 | A | 1,461 ±10 | 94 | 1,473 | 1,447 | +81 | AE | › | |
| 16 | A | 1,460 ±11 | 94 | 1,465 | 1,455 | +74 | AE | › | |
| 17 | A | 1,458 ±7 | 94 | 1,469 | 1,443 | +35 | AE | › | |
| 18 | A | 1,457 ±8 | 93 | 1,436 | 1,482 | +38 | AE | › | |
| 20 | A | 1,454 ±8 | 92 | 1,473 | 1,430 | +49 | AE | › | |
| 21 | A | 1,453 ±9 | 92 | 1,467 | 1,437 | +54 | AE | › | |
| 22 | A | 1,451 ±8 | 92 | — | 1,472 | -32 | E | › | |
| 23 | A | 1,450 ±8 | 91 | 1,431 | 1,472 | +80 | AE | › | |
| 24 | A | 1,450 ±8 | 91 | 1,473 | 1,423 | +68 | AE | › | |
| 26 | A | 1,447 ±11 | 90 | 1,380 | 1,497 | +22 | AE | › | |
| 27 | A | 1,444 ±6 | 90 | 1,457 | 1,426 | +42 | AE | › | |
| 31 | A | 1,438 ±8 | 88 | 1,440 | 1,435 | +32 | AE | › | |
| 32 | A | 1,436 ±11 | 88 | 1,452 | — | +52 | A | › | |
| 34 | A | 1,434 ±12 | 87 | 1,451 | — | +58 | A | › | |
| 35 | A | 1,434 ±9 | 87 | — | 1,454 | -39 | E | › | |
| 36 | A | 1,433 ±9 | 86 | 1,448 | — | +33 | A | › | |
| 37 | A | 1,432 ±11 | 86 | 1,396 | 1,466 | +80 | AE | › | |
| 39 | A | 1,429 ±8 | 85 | 1,445 | 1,410 | +57 | AE | › | |
| 40 | A | 1,428 ±13 | 85 | 1,445 | — | — | A | › | |
| 41 | A | 1,427 ±8 | 84 | 1,432 | 1,421 | +35 | AE | › | |
| 43 | A | 1,426 ±7 | 84 | 1,416 | 1,439 | +12 | AE | › | |
| 44 | A | 1,423 ±8 | 83 | 1,437 | — | +21 | A | › | |
| 47 | A | 1,417 ±7 | 82 | 1,430 | 1,401 | +26 | AE | › | |
| 48 | A | 1,417 ±9 | 82 | — | 1,436 | +39 | E | › | |
| 50 | A | 1,416 ±9 | 81 | 1,397 | 1,437 | +32 | AE | › | |
| 57 | B | 1,411 ±8 | 78 | 1,439 | 1,380 | +52 | AE | › | |
| 58 | B | 1,411 ±7 | 78 | 1,436 | 1,382 | +2 | AE | › | |
| 59 | B | 1,410 ±16 | 77 | 1,426 | — | — | A | › | |
| 61 | B | 1,408 ±8 | 76 | 1,425 | 1,388 | +34 | AE | › | |
| 62 | B | 1,408 ±10 | 76 | 1,422 | — | +18 | A | › | |
| 63 | B | 1,407 ±12 | 76 | 1,422 | — | +31 | A | › | |
| 64 | B | 1,407 ±22 | 75 | 1,428 | — | +20 | A | › | |
| 67 | B | 1,405 ±9 | 74 | 1,418 | — | +24 | A | › | |
| 69 | B | 1,403 ±8 | 73 | 1,416 | — | +31 | A | › | |
| 71 | B | 1,401 ±7 | 72 | 1,397 | 1,407 | +14 | AE | › | |
| 72 | B | 1,401 ±9 | 72 | — | 1,417 | -63 | E | › | |
| 73 | B | 1,400 ±13 | 72 | 1,383 | 1,412 | +11 | AE | › | |
| 74 | B | 1,400 ±8 | 71 | 1,385 | 1,418 | -4 | AE | › | |
| 75 | B | 1,400 ±10 | 71 | 1,413 | — | — | A | › | |
| 76 | B | 1,400 ±4 | 70 | 1,426 | 1,368 | +5 | AE | › | |
| 77 | B | 1,399 ±9 | 70 | 1,412 | — | +54 | A | › | |
| 80 | B | 1,398 ±5 | 69 | 1,424 | 1,368 | -2 | AE | › | |
| 81 | B | 1,396 ±18 | 68 | 1,413 | — | — | A | › | |
| 83 | B | 1,396 ±12 | 68 | 1,409 | — | +33 | A | › | |
| 87 | B | 1,395 ±8 | 66 | 1,407 | — | -5 | A | › | |
| 88 | B | 1,394 ±12 | 66 | 1,408 | — | — | A | › | |
| 89 | B | 1,393 ±8 | 65 | 1,406 | — | +16 | A | › | |
| 90 | B | 1,392 ±7 | 65 | 1,404 | 1,378 | -17 | AE | › | |
| 92 | B | 1,392 ±20 | 64 | 1,410 | — | +14 | A | › | |
| 93 | B | 1,392 ±7 | 64 | 1,386 | 1,399 | +14 | AE | › | |
| 95 | B | 1,390 ±16 | 63 | 1,405 | — | +46 | A | › | |
| 96 | B | 1,390 ±7 | 63 | 1,410 | 1,370 | +29 | AE | › | |
| 98 | B | 1,389 ±8 | 62 | 1,401 | — | -12 | A | › | |
| 99 | B | 1,388 ±10 | 61 | 1,400 | — | -27 | A | › | |
| 102 | B | 1,386 ±8 | 60 | 1,421 | 1,350 | +2 | AE | › | |
| 105 | B | 1,383 ±8 | 59 | 1,394 | — | +25 | A | › | |
| 107 | B | 1,382 ±6 | 58 | 1,408 | 1,353 | -61 | AE | › | |
| 108 | B | 1,382 ±7 | 58 | 1,370 | 1,397 | +4 | AE | › | |
| 109 | B | 1,382 ±11 | 58 | 1,394 | — | +8 | A | › | |
| 111 | B | 1,380 ±6 | 57 | 1,391 | — | +7 | A | › | |
| 112 | B | 1,379 ±8 | 56 | 1,359 | 1,401 | +2 | AE | › | |
| 113 | B | 1,378 ±21 | 56 | 1,396 | — | — | A | › | |
| 114 | B | 1,378 ±6 | 56 | 1,389 | — | +19 | A | › | |
| 115 | B | 1,377 ±6 | 55 | 1,372 | 1,384 | -37 | AE | › | |
| 117 | B | 1,376 ±9 | 54 | 1,387 | — | +38 | A | › | |
| 118 | B | 1,375 ±17 | 54 | 1,389 | — | +47◆ | A | › | |
| 120 | B | 1,370 ±20 | 53 | 1,386 | — | +12 | A | › | |
| 122 | B | 1,367 ±6 | 52 | 1,377 | — | -12 | A | › | |
| 125 | B | 1,365 ±16 | 51 | 1,378 | — | +2 | A | › | |
| 130 | C | 1,361 ±9 | 49 | 1,372 | — | -24 | A | › | |
| 131 | C | 1,361 ±10 | 49 | 1,372 | — | -86 | A | › | |
| 133 | C | 1,359 ±11 | 48 | 1,370 | — | -45 | A | › | |
| 135 | C | 1,356 ±10 | 47 | — | 1,367 | +2 | E | › | |
| 136 | C | 1,354 ±15 | 47 | 1,366 | — | +4 | A | › | |
| 138 | C | 1,348 ±11 | 46 | 1,357 | — | -62 | A | › | |
| 139 | C | 1,347 ±9 | 46 | 1,356 | — | +19 | A | › | |
| 140 | C | 1,346 ±9 | 45 | — | 1,357 | -4 | E | › | |
| 143 | C | 1,341 ±9 | 44 | — | 1,351 | +57◆ | E | › | |
| 146 | C | 1,340 ±6 | 43 | 1,353 | 1,325 | -56 | AE | › | |
| 147 | C | 1,337 ±10 | 42 | 1,346 | — | +16 | A | › | |
| 149 | C | 1,337 ±11 | 42 | 1,303 | 1,363 | -7 | AE | › | |
| 150 | C | 1,336 ±23 | 41 | 1,350 | — | — | A | › | |
| 152 | C | 1,332 ±21 | 41 | 1,345 | — | — | A | › | |
| 153 | C | 1,332 ±16 | 40 | 1,342 | — | -36 | A | › | |
| 154 | C | 1,332 ±16 | 40 | 1,342 | — | — | A | › | |
| 156 | C | 1,329 ±10 | 39 | 1,338 | — | -31 | A | › | |
| 157 | C | 1,329 ±24 | 39 | 1,343 | — | -17 | A | › | |
| 158 | C | 1,328 ±6 | 38 | 1,330 | 1,326 | -42 | AE | › | |
| 160 | C | 1,326 ±19 | 37 | 1,337 | — | +3 | A | › | |
| 162 | C | 1,317 ±21 | 37 | 1,328 | — | — | A | › | |
| 163 | C | 1,315 ±11 | 36 | 1,323 | — | — | A | › | |
| 165 | C | 1,299 ±6 | 35 | 1,305 | — | — | A | › | |
| 166 | C | 1,296 ±19 | 35 | 1,304 | — | — | A | › | |
| 168 | C | 1,289 ±24 | 34 | 1,299 | — | — | A | › | |
| 169 | C | 1,287 ±16 | 34 | 1,293 | — | -134 | A | › | |
| 170 | C | 1,286 ±18 | 34 | 1,294 | — | — | A | › | |
| 171 | C | 1,286 ±8 | 33 | 1,291 | — | — | A | › | |
| 172 | C | 1,286 ±8 | 33 | 1,291 | — | — | A | › | |
| 173 | C | 1,283 ±12 | 32 | 1,288 | — | — | A | › | |
| 174 | C | 1,274 ±14 | 32 | 1,280 | — | — | A | › | |
| 175 | C | 1,262 ±8 | 32 | 1,266 | — | — | A | › | |
| 176 | C | 1,261 ±18 | 31 | 1,266 | — | -57 | A | › | |
| 178 | C | 1,260 ±7 | 30 | 1,263 | — | — | A | › | |
| 179 | C | 1,254 ±23 | 30 | 1,260 | — | — | A | › | |
| 180 | C | 1,245 ±8 | 30 | 1,248 | — | — | A | › | |
| 182 | C | 1,240 ±24 | 29 | 1,244 | — | — | A | › | |
| 183 | C | 1,236 ±11 | 28 | 1,238 | — | — | A | › | |
| 184 | C | 1,235 ±20 | 28 | 1,238 | — | — | A | › | |
| 185 | C | 1,228 ±22 | 28 | 1,231 | — | — | A | › | |
| 186 | C | 1,228 ±9 | 27 | 1,230 | — | — | A | › | |
| 187 | C | 1,226 ±18 | 27 | 1,228 | — | — | A | › | |
| 188 | C | 1,224 ±9 | 26 | 1,225 | — | — | A | › | |
| 189 | C | 1,219 ±13 | 26 | 1,220 | — | -178 | A | › | |
| 190 | C | 1,216 ±13 | 26 | 1,217 | — | — | A | › | |
| 191 | C | 1,215 ±10 | 25 | 1,216 | — | — | A | › | |
| 192 | D | 1,207 ±22 | 25 | 1,208 | — | — | A | › | |
| 193 | D | 1,207 ±7 | 24 | 1,207 | — | — | A | › | |
| 194 | D | 1,207 ±9 | 24 | 1,207 | — | — | A | › | |
| 195 | D | 1,197 ±20 | 24 | 1,197 | — | — | A | › | |
| 197 | D | 1,189 ±10 | 23 | 1,188 | — | — | A | › | |
| 199 | D | 1,186 ±9 | 22 | 1,185 | — | — | A | › | |
| 200 | D | 1,185 ±12 | 22 | 1,183 | — | — | A | › | |
| 201 | D | 1,179 ±9 | 21 | 1,178 | — | -199 | A | › | |
| 202 | D | 1,179 ±12 | 21 | 1,177 | — | — | A | › | |
| 203 | D | 1,175 ±11 | 20 | 1,173 | — | — | A | › | |
| 204 | D | 1,171 ±7 | 20 | 1,169 | — | -220 | A | › | |
| 205 | D | 1,171 ±8 | 20 | 1,169 | — | — | A | › | |
| 206 | D | 1,169 ±21 | 19 | 1,166 | — | — | A | › | |
| 207 | D | 1,168 ±13 | 19 | 1,166 | — | -160 | A | › | |
| 208 | D | 1,164 ±22 | 18 | 1,160 | — | — | A | › | |
| 209 | D | 1,164 ±10 | 18 | 1,161 | — | — | A | › | |
| 210 | D | 1,161 ±11 | 18 | 1,158 | — | — | A | › | |
| 211 | D | 1,160 ±11 | 17 | 1,157 | — | -219 | A | › | |
| 212 | D | 1,159 ±18 | 17 | 1,156 | — | — | A | › | |
| 213 | D | 1,155 ±10 | 16 | 1,152 | — | — | A | › | |
| 214 | D | 1,155 ±15 | 16 | 1,151 | — | — | A | › | |
| 215 | D | 1,145 ±12 | 16 | 1,141 | — | — | A | › | |
| 216 | D | 1,143 ±16 | 15 | 1,139 | — | -275 | A | › | |
| 217 | D | 1,139 ±11 | 15 | 1,135 | — | — | A | › | |
| 218 | D | 1,138 ±12 | 15 | 1,134 | — | — | A | › | |
| 219 | D | 1,133 ±15 | 14 | 1,128 | — | — | A | › | |
| 220 | D | 1,133 ±16 | 14 | 1,127 | — | — | A | › | |
| 221 | D | 1,129 ±11 | 13 | 1,124 | — | — | A | › | |
| 222 | D | 1,127 ±10 | 13 | 1,122 | — | -243 | A | › | |
| 223 | D | 1,126 ±15 | 13 | 1,119 | — | — | A | › | |
| 224 | D | 1,125 ±10 | 12 | 1,120 | — | — | A | › | |
| 225 | D | 1,124 ±11 | 12 | 1,118 | — | — | A | › | |
| 226 | D | 1,123 ±10 | 11 | 1,118 | — | — | A | › | |
| 227 | D | 1,118 ±16 | 11 | 1,111 | — | — | A | › | |
| 228 | D | 1,109 ±11 | 11 | 1,102 | — | -272 | A | › | |
| 229 | D | 1,105 ±10 | 10 | 1,099 | — | -230 | A | › | |
| 230 | D | 1,104 ±17 | 10 | 1,096 | — | — | A | › | |
| 231 | D | 1,103 ±13 | 9 | 1,096 | — | — | A | › | |
| 232 | D | 1,101 ±21 | 9 | 1,090 | — | — | A | › | |
| 233 | D | 1,093 ±10 | 9 | 1,086 | — | — | A | › | |
| 234 | D | 1,091 ±17 | 8 | 1,082 | — | — | A | › | |
| 235 | D | 1,089 ±17 | 8 | 1,079 | — | — | A | › | |
| 236 | D | 1,084 ±16 | 8 | 1,075 | — | — | A | › | |
| 237 | D | 1,078 ±16 | 7 | 1,068 | — | — | A | › | |
| 238 | D | 1,075 ±13 | 7 | 1,066 | — | — | A | › | |
| 239 | D | 1,070 ±14 | 6 | 1,060 | — | — | A | › | |
| 240 | D | 1,066 ±16 | 6 | 1,054 | — | — | A | › | |
| 241 | D | 1,060 ±15 | 6 | 1,049 | — | -274 | A | › | |
| 242 | D | 1,060 ±11 | 5 | 1,050 | — | — | A | › | |
| 243 | D | 1,058 ±14 | 5 | 1,047 | — | — | A | › | |
| 244 | D | 1,053 ±17 | 4 | 1,040 | — | — | A | › | |
| 245 | D | 1,052 ±16 | 4 | 1,040 | — | — | A | › | |
| 246 | D | 1,035 ±17 | 4 | 1,020 | — | — | A | › | |
| 247 | D | 1,032 ±19 | 3 | 1,017 | — | — | A | › | |
| 248 | D | 984 ±17 | 3 | 966 | — | — | A | › | |
| 249 | D | 984 ±20 | 2 | 963 | — | — | A | › | |
| 250 | D | 980 ±19 | 2 | 959 | — | — | A | › | |
| 251 | D | 979 ±20 | 2 | 958 | — | — | A | › | |
| 252 | D | 967 ±18 | 1 | 946 | — | — | A | › | |
| 253 | D | 953 ±18 | 1 | 931 | — | — | A | › | |
| 254 | D | 946 ±22 | 0 | 919 | — | — | A | › | |
| 255 | D | 934 ±20 | 0 | 908 | — | — | A | › |
EEpoch AI(ベンチマーク)AArena(人間の投票) ◆ パレートフロンティア:より高性能かつより安いモデルが存在しない
fedi-indexは固定スケール上のElo換算値で、同じ算出方法バージョン内なら月をまたいで比較できます。 ティアS–D:カテゴリ内のパーセンタイルで決まり、信頼区間が許す範囲を超えません(閾値は算出方法を参照)。 「暫定」— このモデルをここで測定したソースファミリーは1つのみです。 算出方法
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