Expected Multivolumes of Random Amoebas

Abstract

We compute the expected multivolume of the amoeba of a random half dimensional complete intersection in ${\mathbb{CP}}^{2n}$. We also give a relative generalization of our result to the toric case.

Minor revisions to appear in Journal of Complexity

References in corpus (1)

• On the expected number of real roots of polynomials and exponential sums