K. Sharma

most citedStarlikeness of Analytic Functions with Subordinate Ratios

1 citations · 1 across the 4 of their papers we have counts for

collaborators

4 papers

math.CV2021

Briot-Bouquet differential subordination and Bernardi's integral operator

Kanika Sharma, Rasoul Aghalary, V. Ravichandran

The conditions on $A$ , $B$ , $β$ and $γ$ are obtained for an analytic function $p$ defined on the open unit disc $D$ and normalized by $p (0) = 1$ to be subordinate to $(1+Az)…

math.CV2021

Radius of starlikeness for some classes containing non-univalent functions

Shalu Yadav, Kanika Sharma, V. Ravichandran

A starlike univalent function $f$ is characterized by the function $z f^{'} (z) / f (z)$ ; several subclasses of these functions were studied in the past by restricting the function $zf'(z)…

math.CV2021★ 1 cited

Starlikeness of Analytic Functions with Subordinate Ratios

Rosihan M. Ali, Kanika Sharma, V. Ravichandran

Let $h$ be a non-vanishing analytic function in the open unit disc with $h (0) = 1$ . Consider the class consisting of normalized analytic functions $f$ whose ratios $f (z) / g (z)$ , $g(z)…

math.CV2020

Sufficient conditions for strong starlikeness

Kanika Sharma, Nak Eun Cho, V. Ravichandran

Let $p$ be an analytic function defined on the open unit disc $D$ with $p (0) = 1$ and $0 < α \leq 1$ . The conditions on complex valued functions $C$ , $D$ and $E$ are obtained…