1 citations · 1 across the 4 of their papers we have counts for
4 papers
A Dirichlet type problem for non-pluripolar complex Monge-Ampère equations
Thai Duong Do, Hoang-Son Do, Van Tu Le +1
In this paper, we study a Dirichlet type problem for the non-pluripolar complex Monge - Ampère equation with prescribed singularity on a bounded domain of . We provid…
Periodic points of weakly post-critically finite all the way down maps
Van Tu Le
We study eigenvalues along periodic cycles of post-critically finite endomorphisms of in higher dimension. It is a classical result when that those values a…
Fixed points of Koch's maps
Van Tu Le
We study endomorphisms constructed by Sarah Koch in her thesis and we focus on the eigenvalues of the differential of such maps at its fixed points. In Koch's thesis, to each post-…
Periodic points of post-critically algebraic endomorphisms
Van Tu Le
A holomorphic endomorphism of is post-critically algebraic if its critical hypersurfaces are periodic or preperiodic. This notion generalizes the notion of post-cri…