T. Nguyen

works on

dbar problem 1 hartogs triangle 1 integral operators 1 lp estimates 1 several complex variables 1

From the 1 of 2 linked papers with an AI index.

collaborators

2 papers

math.CV2026

$L^{p}$ Estimates for the $\partial ˉ$ -Problem on Rational Hartogs Triangles

Tran Vu Khanh, Tu Nguyen

The paper proves that solution operators for the $ar{\\partial}$-problem on rational Hartogs triangles are bounded on $L^{p}$ spaces for a range of $p$ , and identifies the $p$ -inter…

math.AC2025

The vanishing of the first tight Hilbert coefficient for Buchsbaum rings

Duong Thi Huong, Nguyen Tuan Long, Pham Hung Quy

We prove that if the first tight Hilbert coefficient vanishes then ring is $F$ -rational provided it is a Buchsbaum local ring satisfying the $(S_{2})$ condition.

Lp Estimates for the ∂ˉ-Problem on Rational Hartogs Triangles

The vanishing of the first tight Hilbert coefficient for Buchsbaum rings

$L^{p}$ Estimates for the $\partial ˉ$ -Problem on Rational Hartogs Triangles