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I have an underdetermined equation set (m equations of n variables, m smaller than n). As such, if it is solvable then the set of solutions are a linear space (if it is a homogenic set) or affine space (non-homogenic).
Is there an easy way in Python (possibly with other libraries) to obtain this space – for example, a basis of which?
Thanks.
Like the previous poster said, you’ll want linalg from SciPy, but focus on the Singular Value Decomposition solution. The matrix U is the basis for the output vectors.