Truong Trung Tuyen

most citedSets non-thin at \infty in \Bbb C ^m, and the growth of sequences of entire functions of genus zero

1 citations · 2 across the 5 of their papers we have counts for

collaborators

Showing math.CVShow all

3 papers · 1 filter

math.CV2007★ 1 cited

Sets non-thin at \infty in \Bbb C ^m, and the growth of sequences of entire functions of genus zero

Truong Trung Tuyen

In this paper we define the notion of non-thin at $\infty$ as follows: Let $E$ be a subset of $C^{m}$ . For any $R > 0$ define $E_{R} = E \cap {z \in C^{m} : ∣ z ∣ \leq R}$ . We say tha…

math.CV2007

Stabiliti and Identity of analytic functions of Hardy classes

Dang Duc Trong, Truong Trung Tuyen

Let $E$ be a subset of the unit disc $U$ of the complex plane $\CC$. Recall that $H^{p} (U)$ is the space of all holomorphic functions $g$ on $U$ for which $∥ g ∥_{H^{p}}$ $<$ $\infty$ .…

math.CV2006★ 1 cited

The growth of entire functions of genus zero

Dang Duc Trong, Truong Trung Tuyen

In this paper we shall consider the assymptotic growth of $∣ P_{n} (z) ∣^{1/ k_{n}}$ where $P_{n} (z)$ is a sequence of entire functions of genus zero. Our results extend a result of J. Mulle…