2 papers
math.OC2020
On Newton-polytope-type sufficiency conditions for coercivity of polynomials
Tomas Bajbar, Yoshiyuki Sekiguchi
We identify new sufficiency conditions for coercivity of general multivariate polynomials which are expressed in terms of their Newton polytopes at infinity and…
math.AG2016
On Globally Diffeomorphic Polynomial Maps via Newton Polytopes and Circuit Numbers
Tomas Bajbar, Oliver Stein
In this article we analyze the global diffeomorphism property of polynomial maps by studying the properties of the Newton polytopes at infin…