A 500-item BIG-bench task that asks for the unique integer satisfying three coprime remainder conditions, paraphrased as an English word problem.
unassessed
| Category | math |
|---|---|
| Subcategory | BIG-bench natural-language Chinese remainder theorem word problems (500 items) |
| Page status | unknown |
| Metric | exact_str_match |
| Direction | higher_is_better |
| Unit | % |
| Dataset size | 500 |
| Dataset licence | Apache-2.0 |
| Publisher | Google (BIG-bench collaboration); authors at Stanford |
chinese_remainder_theorem asks for the number of objects in a container given three remainder conditions with coprime moduli, plus an upper bound. Chenlin Meng, Jiaming Song, and Stefano Ermon generate the systems from the Chinese remainder theorem so a solution exists and is unique, then paraphrase them with random containers, fruits, and agents. The work mixes reading the story with solving a modular system, not ordinary two-operand arithmetic.
Free-text integer. Preferred metric exact_str_match with output_regex [-+]?\d+. Canary GUID embedded.
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