Amibes de Sommes d'Exponentielles
James Silipo
Abstract
We study the amoebae (in S. Favorov's sense) of finite systems of exponential sums with real spectra. For generic systems of this type, we give a more effective representation of the amoeba and we prove that the complementary set to the amoeba of a system with r exponential sums is a (r-1)-convexe set.
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