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1 In the context of linear algebra
- From Axler Linear Algebra Done Right 3rd Ed. 2.A
- #definition polynomial
\(p: F \to F\) with coefficients in \(F\) if there exist \(a_0, ..., a_m \in F\) such that \(p(z) = a_0 + a_1z + a_2z^2 + ... + a_mz^m\) ## Polynomial Degree #definition degree of a polynomial
- Basically write it in standard form and find the highest index of the highest coefficient that isn't zero
- degree of \(0\) = \(-\infty\)