from ...smp import * from ...utils import can_infer FAIL_MSG = 'Failed to obtain answer via API.' def get_gpt4_extract_ICE(): example_1 = """ 1. Model response: 'Rounded to two decimal places, the perimeter of the sector is approximately:\n\n(-2, 1)' Extracted Answer: (-2, 1) """ # noqa example_2 = """ 2. Model response: 'at those points.\n\nTherefore, the correct option that represents the meaning of the intersection points of the graphs is:\n\nD. They give the solutions to the equation $f(t)=g(t)$.",' Extracted Answer: D """ # noqa example_3 = """ 3. Model response: ' at 1 (there's a closed circle at y = 1), the range in interval notation is \\((-4, 1]\\).\n\nFinal values:\nDomain: \\((-3, 3]\\)\nRange: \\((-4, 1]\\)' Extracted Answer: Domain: \\((-3, 3]\\)\nRange: \\((-4, 1]\\) """ # noqa example_4 = """ 4. Model response: 'As it stands, I cannot provide the correct option letter because there isn't enough information to solve for 'y'.' Extracted Answer: null """ # noqa example_5 = """ 5. Model response: 'Given that AB = 17.6 meters, we can now substitute into the equation:\n\nd = 17.6 / cos(38\u00b0)\n\nTherefore, to one decimal place, the distance d between Ned and Bart is approximately 22.3 meters.' Extracted answer: 22.3 """ # noqa example_6 = """ 6. Model response: have all the coefficients for the quadratic function:\n\\( f(x) = ax^2 + bx + c \\)\n\\( f(x) = -1x^2 - 2x + 1 \\)\n\nTherefore, the equation for the graphed function \\( f \\) is:\n\\( f(x) = -x^2 - 2x + 1 \\)"' Extracted answer: f(x) = -x^2 - 2x + 1 """ # noqa return [example_1, example_2, example_3, example_4, example_5, example_6] def get_gpt4_score_ICE(): example_1 = """ [Question]: Write the set of numbers represented on the number line in interval notation. [Standard Answer]: (-2,1] [Model_answer] : Extracted Answer: \\((-2, 1)\\) Judgement: 0 """ # noqa example_2 = """ [Question]: As shown in the figure, circle O has a radius 1.0, if angle BAC = 60.0, then the length of BC is ()\nChoices:\nA:2\nB:2\u221a{{3}}\nC:\u221a{{3}}\nD:2\u221a{{2}} [Standard Answer]: C [Model_answer] : B:2\u221a{{3}} Judgement: 0 """ # noqa example_3 = """ [Question]: Find the domain and range of the function f using interval notation. [Standard Answer]: domain: [-4, 0) and range: (-3, 1] [Model_answer] : Range: \\((-4, 1]\\) Judgement: 0 """ # noqa example_4 = """ [Question]: As shown in the figure, circle O has a radius 1.0, if angle BAC = 60.0, then the length of BC is ()\nChoices:\nA:2\nB:2\u221a{{3}}\nC:\u221a{{3}}\nD:2\u221a{{2}} [Standard Answer]: C [Model_answer] : null Judgement: 0 """ # noqa return [example_1, example_2, example_3, example_4] def build_mathverse_gpt4_extract_prompt(line): task_description = """ I am providing you a response from a model to a math problem, termed 'Model Response'. You should extract the answer from the response as 'Extracted Answer'. Directly output the extracted answer with no explanation.\n\n """ # noqa prediction = str(line['prediction']) demo_prompt = task_description examples = get_gpt4_extract_ICE() for example in examples: demo_prompt += example + '\n\n' test_prompt = f"Model response: '{prediction}'\nExtracted Answer: " full_prompt = f'{demo_prompt}7.\n{test_prompt}' return full_prompt def build_mathverse_gpt4_score_prompt(line): task_description = """ Below are two answers to a math question. Question is [Question], [Standard Answer] is the standard answer to the question, and [Model_answer] is the answer extracted from a model's output to this question. Determine whether these two answers are consistent. Please note that only when the [Model_answer] completely matches the [Standard Answer] means they are consistent. For non-multiple-choice questions, if the meaning is expressed in the same way, it is also considered consistent, for example, 0.5m and 50cm. If they are consistent, Judement is 1; if they are different, Judement is 0.\n\n """ # noqa question_for_eval = line['question_for_eval'] extract = line['extract'] answer = line['answer'] demo_prompt = task_description examples = get_gpt4_score_ICE() for example in examples: demo_prompt += example + '\n\n' test_prompt = f""" [Question]: {question_for_eval} [Standard Answer]: {answer} [Model_answer] : {extract} Judgement:""" full_prompt = f'{demo_prompt}{test_prompt}' return full_prompt def post_check_score(line, prefetch=False): ans = str(line['answer']).strip() response = str(line['extract']).strip() if response == ans: return response if prefetch else True else: return False def MathVerse_auxeval_extract(model, line): prompt = build_mathverse_gpt4_extract_prompt(line) log = '' retry = 5 for i in range(retry): prediction = line['prediction'] res = model.generate(prompt, temperature=i * 0.5) if FAIL_MSG in res: log += f'Try {i}: output is {prediction}, failed to parse.\n' else: log += 'Succeed' return dict(log_extract=log, extract=res) log += 'All 5 retries failed.\n' return dict(log_extract=log, extract='') def MathVerse_auxeval_score(model, line): prompt = build_mathverse_gpt4_score_prompt(line) log = '' retry = 5 if post_check_score(line, prefetch=True): res = post_check_score(line, prefetch=True) return dict(log_score='Prefetch succeed', score=True) for i in range(retry): prediction = line['prediction'] res = model.generate(prompt, temperature=i * 0.5) if FAIL_MSG in res or res.strip() not in ['0', '1']: log += f'Try {i}: output is {prediction}, res is {res}, failed to parse.\n' else: log += 'Succeed' return dict(log_score=log, score=int(res) == 1) log += 'All 5 retries failed.\n' return dict(log_score=log, score=False) def MathVerse_acc(result_file): df = load(result_file) df['metadata'] = df['metadata'].apply(lambda x: x.replace("'", '"')) df['metadata'] = df['metadata'].apply(json.loads) df_metadata = pd.json_normalize(df['metadata']) df = pd.concat([df.drop('metadata', axis=1), df_metadata], axis=1) subset = list(set(df['problem_version'])) res = defaultdict(list) for p in subset: if p != 'Overall': sub = df[df['problem_version'] == p] else: sub = cp.deepcopy(df) res['split'].append(p) # Overall Acc res['Overall'].append(np.mean(sub['score']) * 100) # Subject subjects = set(df['subject']) for k in subjects: res[k].append(np.mean(sub[sub['subject'] == k]['score']) * 100) # Subfield subfields = set(df['subfield']) for k in subfields: res[k].append(np.mean(sub[sub['subfield'] == k]['score']) * 100) return pd.DataFrame(res)