SymPy Gamma

SymPy Gamma

SymPy Gamma is an open-source Python library for symbolic mathematics focused on algebraic manipulations. It provides capabilities for algebraic equations, calculus, discrete mathematics, statistics and more.
SymPy Gamma image
python symbolic-math algebra calculus discrete-math statistics

SymPy Gamma: Open-Source Python Library for Symbolic Mathematics

SymPy Gamma is an open-source Python library for symbolic mathematics focused on algebraic manipulations. It provides capabilities for algebraic equations, calculus, discrete mathematics, statistics and more.

What is SymPy Gamma?

SymPy Gamma is an open-source Python library for symbolic mathematics and computational algebra. It provides a symbolic manipulation system that aims to become a full-featured computer algebra system (CAS) while keeping the code simple enough to be easily usable and extensible.

Some key features and capabilities of SymPy Gamma include:

  • Symbolic manipulation of algebraic equations and expressions
  • Solving algebraic equations
  • Simplification and canonization of expressions
  • Differentiation and integration
  • Limits, series, integrals and other calculus operations
  • Solving differential equations
  • Discrete mathematics including summations, products and recurrences
  • Probability and statistics capabilities
  • Matrices, vectors and linear algebra operations
  • Plotting and visualization capabilities
  • Formatting output in LaTeX, MathML and other formats
  • Extensive documentation and many usage examples

SymPy Gamma is designed to be easy to use and easily extensible. It aims to become a full-featured CAS while keeping the core code simple. It is used in education, research, engineering and quantitative finance across many industries for its symbolic mathematics capabilities.

SymPy Gamma Features

Features

  1. Symbolic mathematics and computer algebra system
  2. Supports algebraic equations, calculus, discrete mathematics, statistics
  3. Has capabilities for simplification, substitution, equation solving, limits, differentiation, integration, series expansion, matrices, plotting
  4. Extensive list of mathematical functions
  5. Can output results in LaTeX format
  6. Integrates with NumPy, SciPy, Matplotlib and other Python scientific libraries

Pricing

  • Open Source

Pros

Free and open source

Large community support

Actively developed and maintained

Easy to use Python API

Fast and efficient symbolic computations

Can handle large and complex expressions

Extensive documentation and examples

Cons

Not as feature complete as commercial computer algebra systems

Can have slower performance than compiled languages for numeric computations

Somewhat steep learning curve for new users

Limited GUI options compared to Mathematica or Maple


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