Shahar Nevo

most citedA note on spherical derivatives and normal families

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

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math.CV2010

$Q_{α}$ -Normal Families and entire functions

Shai Gul, Shahar Nevo

For every countable ordinal number $α$ we construct an entire function $f = f_{α}$ such that the family ${f (n z) : n \in N}$ is exactly $Q_{α}$ -normal in the unit disk.

math.CV2010

Creating Limit Functions By The Pang-Zalcman Lemma

Shai Gul, Shahar Nevo

In this paper we calculate the collection of limit functions obtained by applying an extension of Zalcman's Lemma, due to X. C. Pang, to the non-normal family $\left\{f(nz):n\in\ma…

math.CV2010

An Extension of a Normality Result by Carathéodory

Jürgen Grahl, Shahar Nevo

We extend the fundamental normality test due to Carathéodory in the sense of shared functions.

math.CV2010★ 2 cited

A note on spherical derivatives and normal families

Jürgen Grahl, Shahar Nevo

We show that a family of meromorphic functions in the unit disk $\dk$ whose spherical derivatives are uniformly bounded away from zero is normal. Furthermore, we show that for each…

Qα​-Normal Families and entire functions

Creating Limit Functions By The Pang-Zalcman Lemma

An Extension of a Normality Result by Carathéodory

A note on spherical derivatives and normal families

$Q_{α}$ -Normal Families and entire functions