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I just released my first proper open-source Python package galois. It extends NumPy arrays to operate over finite fields (Galois fields), instead of just R or Z. The library uses Numba to JIT compile the finite field ufuncs. This means the finite field arithmetic is nearly as fast as C / native NumPy.
I just released my first proper open-source Python package galois. It extends NumPy arrays to operate over finite fields (Galois fields), instead of just R or Z. The library uses Numba to JIT compile the finite field ufuncs. This means the finite field arithmetic is nearly as fast as C / native NumPy.
I just released my first proper open-source Python package galois. It extends NumPy arrays to operate over finite fields (Galois fields), instead of just R or Z. The library uses Numba to JIT compile the finite field ufuncs. This means the finite field arithmetic is nearly as fast as C / native NumPy.
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