

Chatglm Math
Overview :
ChatGLM-Math is a math problem-solving model custom-designed based on a self-critical process, aimed at improving the mathematical problem-solving capabilities of large language models (LLMs). The model provides feedback signals by training a general Math-Critique model and enhances the mathematical problem-solving ability of LLMs by adopting rejection sampling refinement and direct preference optimization. It has been experimentally tested on both academic datasets and newly created challenging datasets MathUserEval, demonstrating a significant improvement in mathematical problem-solving capabilities while maintaining linguistic ability.
Target Users :
["Researchers and Developers: Utilize ChatGLM-Math to enhance the performance of their language models in solving mathematical problems.","Educational Institutions: Serve as an auxiliary tool for teaching, particularly in the field of mathematics education, assisting students in solving complex mathematical problems.","Tech Enthusiasts: For individuals interested in natural language processing and machine learning, ChatGLM-Math offers a platform for experimentation and learning."]
Use Cases
In university mathematics courses, ChatGLM-Math helps teachers quickly generate answers to complex mathematical problems.
Integration of ChatGLM-Math into online educational platforms Providing students with immediate mathematical problem-solving services.
Research institutions use ChatGLM-Math to analyze and solve practical application problems, such as optimization algorithms.
Features
Self-critical流程 customization: Improves LLMs' mathematical skills through the feedback learning phase.
General Math-Critique model: Provides feedback signals to optimize the mathematical problem-solving of LLMs.
Rejection sampling refinement: Optimizes the results generated by LLMs to improve the accuracy of mathematical problem-solving.
Direct preference optimization: Optimize LLMs based on user preferences.
MathUserEval dataset: Includes 545 high-quality mathematical problems for model training and testing.
Multi-category problem-solving: Covers various mathematical fields such as basic calculations, algebraic equations, and geometry.
GPT-4-1106-Preview evaluation: Uses advanced evaluation models to analyze and score the quality of responses.
How to Use
Step 1: Obtain the generated results of the model to be evaluated.
Step 2: Call the evaluation model to get the analysis and scoring.
Step 3: Final calculation result.
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