Mai Anh Duc

activity

20112014

most citedOn hyperbolicity and tautness modulo an analytic subset of Hartogs domains

4 citations · 5 across the 4 of their papers we have counts for

collaborators

4 papers

math.CV2014★ 1 cited

On the real-analytic infinitesimal CR automorphism of hypersurfaces of infinite type

Ninh Van Thu, Chu Van Tiep, Mai Anh Duc

In this article, we consider a real smooth hypersurface $M \subset C^{2}$ , which is of infinite type at $p \in M$ . The purpose of this paper is to show that the real vector spa…

math.CV2013

On limit Brody curves in $C^{n}$ and $(C^{*})^{2}$

Do Duc Thai, Mai Anh Duc, Ninh Van Thu

In this paper, the conjecture on the Zalcmanness of $C^{n} (n \geq 2)$ and $(C^{*})^{2}$ , which is posed in \cite{Do}, is proved in the case where the derivatives of lim…

math.CV2013

On the automorphism groups of models in $C^{2}$

Ninh Van Thu, Mai Anh Duc

In this note, we consider models in $C^{2}$ . The purpose of this note is twofold. We first show a characterization of models in $C^{2}$ by their noncompact automorphism…

math.CV2011★ 4 cited

On hyperbolicity and tautness modulo an analytic subset of Hartogs domains

Do Duc Thai, Pascal J. Thomas, Nguyen Van Trao +1

Let $X$ be a complex space and $H$ a positive homogeneous plurisubharmonic function $H$ on $X\times\C^m$. Consider the Hartogs-type domain $Ω_{H}(X):=\{(z,w)\in X\times \C^m:H(z,w)…

On the real-analytic infinitesimal CR automorphism of hypersurfaces of infinite type

On limit Brody curves in Cn and (C∗)2

On the automorphism groups of models in C2

On hyperbolicity and tautness modulo an analytic subset of Hartogs domains

On limit Brody curves in $C^{n}$ and $(C^{*})^{2}$

On the automorphism groups of models in $C^{2}$