Fermat is a powerful FastMCP server designed to unify SymPy, NumPy, and Matplotlib, providing a comprehensive environment for advanced numerical computations, symbolic algebra, and data visualizations.

What types of operations can Fermat perform?

Fermat supports a wide range of operations including basic math, statistics, and linear algebra via NumPy; symbolic algebra, calculus, and equation solving via SymPy; and diverse plotting for data and equations through Matplotlib.

How does Fermat integrate with existing tools?

Fermat functions as an MCP (Mathematical Computation Protocol) server, allowing seamless integration with development environments like Visual Studio Code, Windsurf, and Gemini CLI through simple configuration.

What are the core benefits of using Fermat?

Fermat streamlines complex mathematical workflows by providing a unified platform for numerical, symbolic, and visualization tasks. This simplifies scientific computing, data analysis, and educational exploration of mathematics.

Fermat

Name: Fermat
Author: abhiphile

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Unifies SymPy, NumPy, and Matplotlib into a powerful server for advanced mathematical computations and visualizations.

Fermat is a comprehensive mathematical engine designed to simplify complex computations by integrating the power of SymPy, NumPy, and Matplotlib into a single, unified server. It provides extensive capabilities for numerical calculations, symbolic manipulations, and data plotting, making it an ideal tool for developers and researchers engaged in various mathematical tasks across different domains.

主な機能

01Unified FastMCP server for mathematical computations.

02Extensive Matplotlib integration for diverse data and equation plotting.

03Comprehensive NumPy capabilities including basic math, statistics, and linear algebra.

04Powerful SymPy integration for symbolic algebra, calculus, and equation solving.

05Supports a wide range of numerical, symbolic, and visualization operations.

061 GitHub stars

ユースケース

01Executing complex numerical analysis and statistical computations.

02Solving symbolic equations and performing advanced calculus problems.

03Generating diverse plots for data visualization and mathematical functions.