
We prove that any multivariate polynomial P of degree d that can be computed with $C(P)$ multiplications-divisions can be computed in $O(\log d \cdot \log C(P))$ parallel steps and $O(\log d)$ parallel multiplicative steps.
Evaluation of Multivariate Polynomials, Analysis of algorithms and problem complexity, Arithmetic Complexity, Parallel Computation
Evaluation of Multivariate Polynomials, Analysis of algorithms and problem complexity, Arithmetic Complexity, Parallel Computation
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