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20162021
most citedPreserving properties and pre-Schwarzian norms of nonlinear integral transforms

13 citations · 16 across the 5 of their papers we have counts for

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math.CV2021

Continuity and bi-Lipschitz properties of the Hurwitz and its invariant metrics

Arstu, Swadesh Kumar Sahoo

This paper attempts to study the continuity of the Hurwitz metric in arbitrary proper subdomains of the complex plane and to introduce a new invariant metric bi-Lipschitz equivalen…

math.CV20202 cited

Bohr inequalities for certain integral operators

Shankey Kumar, Swadesh Kumar Sahoo

In this article, we determine sharp Bohr-type radii for certain complex integral operators defined on a set of bounded analytic functions in the unit disk.

math.CV2020

Nehari's univalence criteria, pre-Schwarzian derivative and applications

Sarita Agrawal, Swadesh Kumar Sahoo

In this paper we study sharp estimates of pre-Schwarzian derivatives of functions belonging to the Nehari-type classes by using techniques from differential equations. In the seque…

math.CV202013 cited

Preserving properties and pre-Schwarzian norms of nonlinear integral transforms

Shankey Kumar, Swadesh Kumar Sahoo

In this article, we study preserving properties of certain nonlinear integral transforms in some classical families of normalized analytic univalent functions defined in the unit d…

math.CV20201 cited

Carathéodory density of the Hurwitz metric on plane domains

Arstu, Swadesh Kumar Sahoo

It is well-known that the Carathéodory metric is a natural generalization of the Poincaré metric, namely, the hyperbolic metric of the unit disk. In 2016, the Hurwitz metric was in…

math.CV2020

A generalized Hurwitz metric

Arstu, Swadesh Kumar Sahoo

In 2016, the Hurwitz metric was introduced by D. Minda in arbitrary proper subdomains of the complex plane and he proved that this metric coincides with the Poincaré's hyperbolic m…