MathΣtral
M
Mathσtral
Overview :
MathΣtral is a 7B-scale AI model designed for mathematical reasoning and scientific discovery with a 32k context window. Released under the Apache 2.0 license, it excels in complex mathematical issues with multi-step logic reasoning. It is a contribution of the Mistral AI team to the academic world, aimed at strengthening support for academic projects. MathΣtral specializes in STEM fields and its reasoning ability is at the forefront of the industry standard benchmark among models of similar scale.
Target Users :
The target audience of the MathΣtral model is researchers, mathematicians, educators, and students in the STEM fields. It is suitable for users who need to solve advanced mathematical problems and explore scientific questions, and can help them improve research efficiency and promote scientific discoveries.
Total Visits: 11.7M
Top Region: FR(36.13%)
Website Views : 60.7K
Use Cases
Researchers use the MathΣtral model to solve complex mathematical problems.
Educators use the model to assist in teaching and to improve students' understanding of math concepts.
Students use MathΣtral to prepare for math homework and exams, improving problem-solving skills.
Features
Designed specifically for mathematical reasoning and scientific discovery, suitable for solving complex math problems.
With a 32k context window that can handle large amounts of information.
Achieves a high accuracy rate of 56.6% in MATH and 63.47% in MMLU benchmark tests.
Mathstral 7B can further improve to 68.37% and 74.59% in the MATH benchmark test through majority voting and strong reward models.
As a guidance model, it can be used or fine-tuned through our documentation.
The weights are hosted on the HuggingFace platform, and can be tested using mistral-inference and customized using mistral-finetune.
How to Use
Visit the HuggingFace platform and search for the MathΣtral model.
Read the Mistral AI documentation to understand how to use or fine-tune the model.
Use the mistral-inference tool to try the model.
Customize the model according to your needs using mistral-finetune.
Apply the customized model to specific mathematical problem-solving or scientific exploration.
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