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t-tech/ruAIME-2025

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Hugging Face2025-11-29 更新2026-01-03 收录
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https://hf-mirror.com/datasets/t-tech/ruAIME-2025
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资源简介:
--- license: odc-by --- # ruAIME-2025 ## 📝 Dataset Summary **ruAIME-2025** is a Russian translation of **30 problems** from the **2025 AIME I and AIME II** competitions. This dataset provides high-quality Russian translations of problem statements and solutions, enabling multilingual evaluation of advanced mathematical reasoning in competition-style settings. --- ## 📁 Dataset Structure ### **Data Fields** | Field | Type | Description | |-------------|----------|-------------| | `id` | `int` | Problem id. | | `year` | `string` | Year of the AIME competition (always `2025` in this dataset). | | `url` | `string` | Official problem URL. | | `problem` | `string` | Russian-translated problem statement, preserving mathematical notation (including LaTeX). | | `answer` | `string` | Final answer as required by AIME format. | | `solution` | `string` | Repeating the answer. | --- ## 🔍 Example Entry ```json { "id": "0", "answer": "70", "url": "https://artofproblemsolving.com/wiki/index.php/2025_AIME_I_Problems/Problem_1", "year": "2025", "problem": "Найдите сумму всех целых оснований $b>9$, для которых $17_{b}$ является делителем $97_{b}$.", "solution": "70" } ```

--- license: odc-by --- # ruAIME-2025 ## 📝 数据集概述 **ruAIME-2025** 是**2025年美国数学邀请赛(American Invitational Mathematics Examination, AIME)I卷与II卷中30道试题的俄语译本**。本数据集提供了高质量的俄语译版试题题干与解答,可用于竞赛场景下进阶数学推理能力的多语言评估。 --- ## 📁 数据集结构 ### **数据字段** | 字段名 | 数据类型 | 字段说明 | |-------------|----------|-------------| | `id` | `int` | 试题编号。 | | `year` | `string` | 美国数学邀请赛(AIME)举办年份(本数据集固定为`2025`)。 | | `url` | `string` | 官方试题链接。 | | `problem` | `string` | 俄语译版试题题干,保留包括LaTeX在内的数学符号格式。 | | `answer` | `string` | 符合AIME格式要求的最终答案。 | | `solution` | `string` | 与答案内容一致的重复项(仅包含最终答案)。 | --- ## 🔍 示例条目 json { "id": "0", "answer": "70", "url": "https://artofproblemsolving.com/wiki/index.php/2025_AIME_I_Problems/Problem_1", "year": "2025", "problem": "Найдите сумму всех целых оснований $b>9$, для которых $17_{b}$ является делителем $97_{b}$.", "solution": "70" }
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