Eder L. Sanchez Quiceno

collaborators

3 papers

math.MG2025

Lipschitz Geometry of Mixed Polynomials

Davi Lopes Medeiros, José Edson Sampaio, Eder Leandro Sanchez Quiceno

We investigate the (ambient) bi-Lipschitz V-equivalence of two-variable mixed polynomials satisfying the Newton inner non-degeneracy condition. Concerning triviality, we show that…

math.AG2025

Topological triviality and link-constancy in deformations of inner Khovanskii non-degenerate maps

Julian D. Espinel Leal, Eder L. Sanchez Quiceno

For real and mixed polynomial maps $f = (f^{1}, \dots, f^{p})$ satisfying $f (0) = 0$ , we introduce the notion of Inner Khovanskii Non-Degeneracy (IKND), that generalizes a previous non-degen…

math.AG2023

Inner and Partial non-degeneracy of mixed functions

Benjamin Bode, Eder L. Sanchez Quiceno

Mixed polynomials $f : C^{2} \to C$ are polynomial maps in complex variables $u$ and $v$ as well as their complex conjugates $u ˉ$ and $v ˉ$ . They are therefore…