Minerva-Math#
Overview#
Minerva-Math is a benchmark designed to evaluate advanced mathematical and quantitative reasoning capabilities of language models. It consists of 272 challenging problems sourced primarily from MIT OpenCourseWare courses, covering university and graduate-level STEM subjects.
Task Description#
Task Type: Advanced STEM Problem Solving
Input: University/graduate-level mathematical or scientific problem
Output: Step-by-step solution with final answer
Difficulty: University to graduate level
Key Features#
272 challenging problems from MIT OpenCourseWare
Covers advanced subjects: solid-state chemistry, astronomy, differential equations, special relativity
University and graduate-level difficulty
Tests deep mathematical and scientific reasoning
Problems require multi-step quantitative reasoning
Evaluation Notes#
Default configuration uses 0-shot evaluation
Answers should be formatted within
\boxed{}for proper extractionUses LLM-as-judge for complex answer evaluation
Problems may require domain-specific knowledge (physics, chemistry, etc.)
Designed to test the upper limits of model reasoning capabilities
Properties#
Property |
Value |
|---|---|
Benchmark Name |
|
Dataset ID |
|
Paper |
N/A |
Tags |
|
Metrics |
|
Default Shots |
0-shot |
Evaluation Split |
|
Data Statistics#
Metric |
Value |
|---|---|
Total Samples |
272 |
Prompt Length (Mean) |
492.27 chars |
Prompt Length (Min/Max) |
129 / 1069 chars |
Sample Example#
Subset: default
{
"input": [
{
"id": "715a0fa1",
"content": "Each of the two Magellan telescopes has a diameter of $6.5 \\mathrm{~m}$. In one configuration the effective focal length is $72 \\mathrm{~m}$. Find the diameter of the image of a planet (in $\\mathrm{cm}$ ) at this focus if the angular diameter of the planet at the time of the observation is $45^{\\prime \\prime}$.\nPlease reason step by step, and put your final answer within \\boxed{}."
}
],
"target": "Start with:\n\\[\ns=\\alpha f \\text {, }\n\\]\nwhere $s$ is the diameter of the image, $f$ the focal length, and $\\alpha$ the angular diameter of the planet. For the values given in the problem:\n\\[\ns=\\frac{45}{3600} \\frac{\\pi}{180} 7200=\\boxed{1.6} \\mathrm{~cm}\n\\]",
"id": 0,
"group_id": 0,
"metadata": {
"type": "Introduction to Astronomy (8.282J Spring 2006)",
"idx": 0
}
}
Prompt Template#
Prompt Template:
{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 minerva_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=['minerva_math'],
limit=10, # Remove this line for formal evaluation
)
run_task(task_cfg=task_cfg)