Competition-MATH

Overview

Competition-MATH is a comprehensive benchmark of 12,500 challenging competition mathematics problems collected from AMC, AIME, and other prestigious math competitions. It is designed to evaluate the advanced mathematical reasoning capabilities of language models.

Task Description

Task Type: Competition Mathematics Problem Solving
Input: Mathematical problem from competitions
Output: Step-by-step solution with final answer in \boxed{}
Difficulty Levels: Level 1 (easiest) to Level 5 (hardest)

Key Features

12,500 problems from mathematics competitions
Five difficulty levels for comprehensive evaluation
Topics: Algebra, Counting & Probability, Geometry, Intermediate Algebra, Number Theory, Prealgebra, Precalculus
Each problem includes human-written solutions
Designed for evaluating advanced mathematical reasoning

Evaluation Notes

Default configuration uses 4-shot examples with Chain-of-Thought prompting
Answers are extracted from \boxed{} format
Numeric equivalence checking for answer comparison
Results can be analyzed by level and problem type
Uses math_parser for robust answer extraction

Properties

Property	Value
Benchmark Name	`competition_math`
Dataset ID	evalscope/competition_math
Paper	N/A
Tags	`Math`, `Reasoning`
Metrics	`acc`
Default Shots	4-shot
Evaluation Split	`test`
Train Split	`train`

Data Statistics

Metric	Value
Total Samples	5,000
Prompt Length (Mean)	1019.03 chars
Prompt Length (Min/Max)	675 / 3991 chars

Per-Subset Statistics:

Subset	Samples	Prompt Mean	Prompt Min	Prompt Max
`Level 1`	437	947.84	842	2757
`Level 2`	894	816.87	682	2328
`Level 3`	1,131	822.14	675	2470
`Level 4`	1,214	949.04	768	2871
`Level 5`	1,324	1411.41	1187	3991

Sample Example

Subset: Level 1

{
  "input": [
    {
      "id": "3848cf6a",
      "content": "Here are some examples of how to solve similar problems:\n\nProblem:\nWhen Joyce counts the pennies in her bank by fives, she has one left over. When she counts them by threes, there are two left over. What is the least possible number of pennie ... [TRUNCATED] ... of 12, how many eggs will be left over if all cartons are sold?\nSolution:\n4\nProblem:\nHow many of the six integers 1 through 6 are divisors of the four-digit number 1452?\n\nPlease reason step by step, and put your final answer within \\boxed{}.\n"
    }
  ],
  "target": "5",
  "id": 0,
  "group_id": 0,
  "subset_key": "Level 1",
  "metadata": {
    "reasoning": "All numbers are divisible by $1$. The last two digits, $52$, form a multiple of 4, so the number is divisible by $4$, and thus $2$. $1+4+5+2=12$, which is a multiple of $3$, so $1452$ is divisible by $3$.  Since it is divisible by $2$ and $3$, it is divisible by $6$.  But it is not divisible by $5$ as it does not end in $5$ or $0$.  So the total is $\\boxed{5}$.",
    "type": "Number Theory"
  }
}

Note: Some content was truncated for display.

Prompt Template

Prompt Template:

Problem:
{question}

Please reason step by step, and put your final answer within \boxed{{}}.

Few-shot Template

Here are some examples of how to solve similar problems:

{fewshot}
Problem:
{question}

Please reason step by step, and put your final answer within \boxed{{}}.

Usage

Using CLI

evalscope eval \
    --model YOUR_MODEL \
    --api-url OPENAI_API_COMPAT_URL \
    --api-key EMPTY_TOKEN \
    --datasets competition_math \
    --limit 10  # Remove this line for formal evaluation

Using Python

from evalscope import run_task
from evalscope.config import TaskConfig

task_cfg = TaskConfig(
    model='YOUR_MODEL',
    api_url='OPENAI_API_COMPAT_URL',
    api_key='EMPTY_TOKEN',
    datasets=['competition_math'],
    dataset_args={
        'competition_math': {
            # subset_list: ['Level 1', 'Level 2', 'Level 3']  # optional, evaluate specific subsets
        }
    },
    limit=10,  # Remove this line for formal evaluation
)

run_task(task_cfg=task_cfg)

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