Hà Huy Vui

collaborators

2 papers

math.AG2023

Lojasiewicz inequalities in a certain class of smooth functions

Ha Minh Lam, Ha Huy Vui

Let $f$ be a germ of a smooth function at the orirgin in $\RR^n.$ We show that if $f$ is Kouchnirenko's nondegenerate and satisfies the so called Kamimoto--Nose condition then it a…

math.AG2015

On the volume and the number of lattice of some semialgebraic sets

Ha Huy Vui, Tran Gia Loc

Let $f = (f_{1}, \dots, f_{m}) : R^{n} ⟶ R^{m}$ be a polynomial map; $G^{f} (r) = {x \in R^{n} : ∣ f_{i} (x) ∣ \leq r, i = 1, \dots, m}$ . We show that if $f$ satisfies the Mikhailov…