NuminaMath
N
Numinamath
Overview :
NuminaMath is a database and model designed for training the state-of-the-art math language models (SOTA math LLMs). It comprises 860k+ pairs of math competition problems and solutions, where each solution is templatized using chain of thought (CoT) reasoning. In addition, there are 70k+ math competition problems, whose solutions are generated by GPT-4 through tool integrated reasoning (TIR). NuminaMath provides a valuable resource for educators and students by offering high-quality math problems and solutions, which helps them improve their mathematical thinking and problem-solving abilities.
Target Users :
NuminaMath is primarily aimed at educators, students, and math enthusiasts. It helps users improve their mathematical thinking abilities, especially when solving complex math problems. For educators, NuminaMath can be used as a teaching resource to help them design courses and exercises. For students, it can be used as a learning tool to help them understand and master mathematical concepts. For math enthusiasts, it provides a platform for challenging oneself and enhancing skills.
Total Visits: 29.7M
Top Region: US(17.94%)
Website Views : 51.9K
Use Cases
Educators design math courses and exercises using NuminaMath.
Students improve their skills in solving math problems with NuminaMath.
Math enthusiasts challenge themselves and enhance their skills using NuminaMath.
Features
860k+ math competition problems and solutions pairs, templatized using chain of thought reasoning.
70k+ math competition problems, with solutions generated by GPT-4 using tool integrated reasoning.
Training and inference codes available on GitHub for easy customization.
Supports model training and deep learning for math competition problems.
Facilitates the development of mathematical thinking and problem-solving skills.
Supports educational and research resources in mathematics.
Suitable for educators, students, and math enthusiasts.
How to Use
Access NuminaMath's GitHub page to get the training and inference codes.
Select the appropriate dataset of math problems and solutions based on your needs.
Use the provided training code to train the model, or use the inference code to generate solutions.
Analyze and evaluate the generated solutions to enhance the accuracy and efficiency of the model.
Apply the trained model to solve real-world math problems.
Share and discuss the solutions to promote the exchange and development of mathematical thinking.
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