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- """
- 第十二章示例9:Win Rate评估
- 对应文档:12.4.4 Win Rate评估
- 这个示例展示如何使用Win Rate评估生成的AIME题目质量。
- Win Rate评估通过对比生成题目和真题,评估生成质量:
- - Win Rate = 50%:生成质量与真题相当(理想情况)
- - Win Rate > 50%:生成质量优于真题(可能是评估偏差)
- - Win Rate < 50%:生成质量低于真题(需要改进)
- """
- import sys
- import os
- import json
- # 添加HelloAgents路径
- sys.path.insert(0, os.path.join(os.path.dirname(__file__), "..", "HelloAgents"))
- from hello_agents import HelloAgentsLLM
- from hello_agents.evaluation import WinRateEvaluator, AIDataset
- # 1. 准备生成的题目数据
- generated_problems = [
- {
- "problem_id": "generated_001",
- "problem": "Find the number of positive integers $n$ such that $n^2 + 19n + 92$ is a perfect square.",
- "answer": "4"
- },
- {
- "problem_id": "generated_002",
- "problem": "In triangle $ABC$, $AB = 13$, $BC = 14$, and $CA = 15$. Find the area of the triangle.",
- "answer": "84"
- },
- {
- "problem_id": "generated_003",
- "problem": "How many positive integers less than 1000 are divisible by 7 but not by 11?",
- "answer": "129"
- }
- ]
- # 2. 加载参考数据集(AIME真题)
- print("="*60)
- print("Win Rate评估")
- print("="*60)
- print("\n加载参考数据集...")
- dataset = AIDataset()
- reference_problems = dataset.load()
- print(f"✅ 已加载 {len(reference_problems)} 道AIME真题")
- # 3. 创建Win Rate评估器
- llm = HelloAgentsLLM(model_name="gpt-4o")
- evaluator = WinRateEvaluator(
- llm=llm,
- reference_problems=reference_problems
- )
- # 4. 运行Win Rate评估
- print(f"\n开始Win Rate评估...")
- print(f" 生成题目数: {len(generated_problems)}")
- print(f" 对比数量: 20")
- results = evaluator.evaluate(
- generated_problems=generated_problems,
- num_comparisons=20 # 进行20次对比
- )
- # 5. 显示评估结果
- print("\n" + "="*60)
- print("评估结果")
- print("="*60)
- print(f"\nWin Rate: {results['win_rate']:.2%}")
- print(f"Tie Rate: {results['tie_rate']:.2%}")
- print(f"Loss Rate: {results['loss_rate']:.2%}")
- print(f"\n详细统计:")
- print(f" 总对比数: {results['total_comparisons']}")
- print(f" 生成题目胜: {results['wins']}")
- print(f" 平局: {results['ties']}")
- print(f" 真题胜: {results['losses']}")
- # 6. 质量评估
- print(f"\n质量评估:")
- win_rate = results['win_rate']
- if 0.45 <= win_rate <= 0.55:
- print("✅ 优秀 - 生成质量接近AIME真题水平")
- elif 0.35 <= win_rate < 0.45:
- print("⚠️ 良好 - 生成质量可用,但略低于真题")
- elif 0.25 <= win_rate < 0.35:
- print("⚠️ 一般 - 生成质量一般,需要改进")
- else:
- print("❌ 较差 - 生成质量差,需要大幅改进")
- # 7. 查看部分对比详情
- print("\n" + "="*60)
- print("对比详情(前5个)")
- print("="*60)
- for i, comparison in enumerate(results['comparisons'][:5], 1):
- print(f"\n对比 {i}:")
- print(f" 生成题目: {comparison['generated_problem'][:60]}...")
- print(f" 真题: {comparison['reference_problem'][:60]}...")
- print(f" 结果: {comparison['result']}")
- if 'reason' in comparison:
- print(f" 理由: {comparison['reason'][:100]}...")
- # 8. 保存评估结果
- output_file = "./evaluation_results/win_rate_results.json"
- os.makedirs(os.path.dirname(output_file), exist_ok=True)
- with open(output_file, 'w', encoding='utf-8') as f:
- json.dump(results, f, indent=2, ensure_ascii=False)
- print(f"\n✅ 评估结果已保存到 {output_file}")
- # 运行输出示例:
- # ============================================================
- # Win Rate评估
- # ============================================================
- #
- # 加载参考数据集...
- # ✅ 已加载 963 道AIME真题
- #
- # 开始Win Rate评估...
- # 生成题目数: 3
- # 对比数量: 20
- #
- # Win Rate评估: 100%|██████████| 20/20 [01:00<00:00, 3.01s/对比]
- #
- # ============================================================
- # 评估结果
- # ============================================================
- #
- # Win Rate: 45.00%
- # Tie Rate: 10.00%
- # Loss Rate: 45.00%
- #
- # 详细统计:
- # 总对比数: 20
- # 生成题目胜: 9
- # 平局: 2
- # 真题胜: 9
- #
- # 质量评估:
- # ✅ 优秀 - 生成质量接近AIME真题水平
- #
- # ============================================================
- # 对比详情(前5个)
- # ============================================================
- #
- # 对比 1:
- # 生成题目: Find the number of positive integers $n$ such that $n^2 + 19...
- # 真题: Let $N$ be the number of consecutive $0$'s at the right end...
- # 结果: generated
- # 理由: The generated problem has a clearer problem statement and a mo...
- #
- # 对比 2:
- # 生成题目: In triangle $ABC$, $AB = 13$, $BC = 14$, and $CA = 15$. F...
- # 真题: Find the number of ordered pairs $(m,n)$ of positive integers...
- # 结果: reference
- # 理由: The reference problem is more challenging and requires deeper...
- #
- # ...
- #
- # ✅ 评估结果已保存到 ./evaluation_results/win_rate_results.json
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