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SymPy - Arbitrary number of Symbols
I am trying to create a system of equations which is formed through iteration. Each equation is generated with:
summation(binomial(n,i) * (1-t) ** (n-i) * t ** i * P[i]) - V[j]
where all V[j]
are given as input. The idea is to use the system of equations created around P[i]
to then solve for every P[i]
but to do so, they must be sympy symbol objects, and I'm not sure how to generate such a list.
Is it possible to have a nameless list or generate a list of symbols?
Please let me know if the question begs for clarification, I had a hard time putting it into words.
Thanks in advance :)