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20242026
most citedToric invariance of vertically parametrized systems

1 citations · 1 across the 5 of their papers we have counts for

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math.AG2026

Copositivity, discriminants and nonseparable signed supports

Elisenda Feliu, Joan Ferrer, Máté L. Telek

We establish a connection between discriminants and copositivity of sparse Laurent polynomials. More generally, we consider signomials, which are defined on the positive orthant by…

math.AG2026

An effective criterion for multiple positive zeros of vertically parametrized polynomial systems

Carles Checa, Elisenda Feliu

We present an effective criterion for determining whether a (augmented) vertically parametrized polynomial system admits multiple positive zeros for some choice of parameter values…

math.AG20261 cited

Toric invariance of vertically parametrized systems

Elisenda Feliu, Oskar Henriksson

We consider the problem of deciding whether the solution sets of a parametrized polynomial system are toric in the sense that they admit a monomial parametrization. We focus on ver…

math.AG2026

Root bounds of vertical systems using tropical geometry

Elisenda Feliu, Paul Alexander Helminck, Oskar Henriksson +3

Sparse polynomial systems with vertical coefficient dependencies arise naturally when describing the critical points of optimization problems and, when augmented with linear forms,…

math.AG2025

From chemical reaction networks to algebraic and polyhedral geometry -- and back again

Elisenda Feliu, Anne Shiu

This is a chapter for a book in honor of Bernd Sturmfels and his contributions. We describe the contributions by Bernd Sturmfels and his collaborators in harnessing algebraic and c…

math.AG2024

Generic consistency and nondegeneracy of vertically parametrized systems

Elisenda Feliu, Oskar Henriksson, Beatriz Pascual-Escudero

We determine the generic consistency, dimension and nondegeneracy of the zero locus over , and of vertically parametrized systems: pa…