A linear algebra package to compute operations in GF(2).
Project description
gf2_lin_algebra
Python package for linear algebra operations in GF(2)
gf2_lin_algebra is a high-performance Python library for doing linear algebra over the finite field GF(2) (binary matrices and vectors).
The implementation is written in Rust for speed and safety, and exposed to Python using PyO3.
This package is useful for:
- cryptography research
- boolean matrix algebra
- solving linear system of equations over over GF(2)
- teaching and exploration of finite fields
Features
- Native Rust backend (fast, safe, no dependencies)
- Matrix and vector representation over GF(2)
- Rank, image, kernel, row-reduction, solving linear system of equations
- Pythonic API (
GF2Matrix) - Designed to be simple and educational
- Actively developed and open source
Installation
pip install gf2-lin-algebra
or clone the repo and install locally:
git clone https://github.com/LucaBonamino/gf2_lin_algebra.git
cd lin_algebra_py
pip install .
Quick Example
from gf2_lin_algebra import GF2Matrix
# Create matrix
mat = GF2Matrixx([
[1,0,1],
[0,1,1],
[1,1,0]
])
# Check shape
print(mat.shape()) # -> (3, 3)
# Compute rank
print(mat.rank()) # -> 3
# Compute kernel
print(mat.kernel())
# Compute image
print(mat.image())
# Solve system of equations
print(mat.solve([1,1,0]))
# Solve matrix sytem of equation
mat_y = GF2Matrixx([
[0,1,1],
[1,1,0],
[0,0,1]
])
print(mat.solve_matrix_system(mat_y))
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