Dr Gauri Shankar Paliwal

vidwan id: 524738

Male

Assistant Professor, Department of Mathematics
JECRC UNIVERSITY

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Expertise

Applied Mathematics

Publications

Total Articles 10

Books 0

Proceedings 0

Publications

Scopus

Citations 16

h-index 4

CrossRef

Citations 6

h-index 2

Google Scholar

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Professional Recognition

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Community & Membership

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Society for Special Functions & their Applications (SSFA)

2015

Life Member

Bio

Geometric Function Theory, Fractional Calculus, Special Function

Personal Details

Male
Assistant Professor , JECRC UNIVERSITY
Department of Mathematics, JECRC University

Ph.D

Other Institute 2019

Assistant Professor Nov 2015 – Present

JECRC UNIVERSITY | Department of Mathematics

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Co-Authors (5)

Dr Beena Bundela

JECRC UNIVERSITY

Prof Jagdev Singh

JECRC UNIVERSITY

Dr Pranay Goswami

Dr. B. R. Ambedkar University, Delhi

Dr Ritu Agarwal

Malaviya National Institute of Technology Jaipur

Dr Sunil Dutt Purohit

Rajasthan Technical University Kota

Scholarly Work

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Scholarly Publications

A class of analytic functions defined using fractional Ruscheweyh–Goyal derivative and its majorization properties

Open Access

Article

Afrika Matematika. Year: 2024. Volume: 35 , Issue: 1 .

Authors: Paliwal G.S.;Agarwal R.;Bundela B.;Singh J.

10.1007/s13370-023-01161-6

Geometric properties for an unified class of functions characterized using fractional ruscheweyh-goyal derivative operator

Open Access

Article

Year: 2020. Volume: 25 , Issue: 1 , Pages: 72-84 .

Authors: Agarwal R.;Paliwal G.S.;Purohit S.D.

Ruscheweyh-Goyal Derivative of fractional order, its properties pertaining to pre-starlike type functions and applications

Open Access

journal-article

Year: 2020.

Authors:

Geometric Properties for an Unified Class of Functions Characterized Using Fractional Ruscheweyh-Goyal Derivative Operator

Open Access

journal-article

Year: 2020.

Authors:

10.14456/SCITECHASIA.2020.8

Results of differential subordination for a unified subclass of analytic functions defined using generalized Ruscheweyh derivative operator

Open Access

Article

Year: 2019. Volume: 12 , Issue: 3 .

Authors: Agarwal R.;Paliwal G.;Goswami P.

10.1142/S1793557119500359

Geometric properties and neighborhood results for a subclass of analytic functions involving Komatu integral

Open Access

Article

Year: 2017. Volume: 62 , Issue: 3 , Pages: 377-394 .

Authors: Agarwal R.;Paliwal G.S.;Parihar H.S.

10.24193/subbmath.2017.3.10

Geometric Properties and Neighborhood results for a subclass of analytic functions defined by convolution

Open Access

journal-article

Year: 2015.

Authors:

Some Results on Differential Subordinations for a class of functions defined using Generalized Ruscheweyh Derivative operator

Open Access

journal-article

Year: 2015.

Authors:

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Dr Gauri Shankar Paliwal

Expertise

Publications

Publications

Scopus

CrossRef

Google Scholar

Professional Recognition

No Data Found

Community & Membership

No Data Found

Bio

Personal Details

Related Profiles

Experts (1737+)

Organisations (317+)

Co-Authors (5)

Scholarly Work

No Data Found

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Scholarly Publications

A class of analytic functions defined using fractional Ruscheweyh–Goyal derivative and its majorization properties

Geometric properties for an unified class of functions characterized using fractional ruscheweyh-goyal derivative operator

Ruscheweyh-Goyal Derivative of fractional order, its properties pertaining to pre-starlike type functions and applications

Geometric Properties for an Unified Class of Functions Characterized Using Fractional Ruscheweyh-Goyal Derivative Operator

Results of differential subordination for a unified subclass of analytic functions defined using generalized Ruscheweyh derivative operator

Geometric properties and neighborhood results for a subclass of analytic functions involving Komatu integral

Geometric Properties and Neighborhood results for a subclass of analytic functions de fined by convolution

Some Results on Differential Subordinations for a class of functions de fined using Generalized Ruscheweyh Derivative operator

Geometric Properties and Neighborhood results for a subclass of analytic functions defined by convolution

Some Results on Differential Subordinations for a class of functions defined using Generalized Ruscheweyh Derivative operator