Roman Kogan

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  • Mart´in Avenda˜no, Roman Kogan, Mounir Nisse, J Maurice Rojas
  • 2013
Given any complex Laurent polynomial f , Amoeba(f) is the image of its complex zero set under the coordinate-wise log absolute value map. We give an efficiently constructible polyhedral approximation, ArchTrop(f), of Amoeba(f), and derive explicit upper and lower bounds, solely as a function of the number of monomial terms of f , for the Hausdorff distance(More)
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