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20172019
most citedGeometric properties of Cesaro averaging operators

6 citations · 7 across the 5 of their papers we have counts for

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6 papers

math.CV2019★ 1 cited

Geometric properties of Clausen's Hypergeometric Function

Koneri Chandrasekran, Devasir John Prabhakaran

The Clausen's Hypergeometric Function is given by provided $d,…

math.CV2019

Stable Functions of Janowski Type

Koneri Chandrasekran, Devasir John Prabhakaran, Priyanka Sangal

A function is said to be stable with respect to if \begin{align*} \frac{s_n(f(z))}{f(z)} \prec \frac{1}{g(z)}, \qquad z\in\mathbb{D}, \en…

math.CV2018

On a conjecture for trigonometric sums by S. Koumandos and S. Ruscheweyh

Priyanka Sangal, A. Swaminathan

S. Koumandos and S. Ruscheweyh posed the following conjecture: For and , the partial sum , $…

math.CV2017★ 6 cited

Geometric properties of Cesaro averaging operators

Priyanka Sangal, A. Swaminathan

In this paper, using positivity of trigonometric cosine and sine sums whose coefficients are generalization of Vietoris numbers, we find the conditions on the coefficient …

math.CA2017

On generalized Cesàro stable functions

Priyanka Sangal, A. Swaminathan

The notion of Cesàro stable function is generalized by introducing Cesàro mean of type which give rise to a new concept of generalized Cesàro stable function. As an appli…

math.CA2017

Vietoris type theorem related to positivity of trigonometric polynomials

Priyanka Sangal, A. Swaminathan

In this work, a Vietoris type theorem for the positivity of sine and cosine sum for a particular sequence of real numbers is provided. In this connection, the positivity of a parti…