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Prof Shyamal Kumar Hui

vidwan id: 195656
Male

Professor, Department of Mathematics
The University of Burdwan

Expertise

  • Mathematics

Publications

Total Articles 334
Books 0
Proceedings 0

Publications

No publication activity to display at the moment.

Scopus

Citations 379
h-index 10

CrossRef

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Citations 166
h-index 6
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Professional Recognition

2024

AD Scientific Index

AD Scientific Index

Community & Membership

2020

UGBOS of Mathematics at Kazi Nazrul University

External member
2023

PGBOS of Mathematics at Kazi Nazrul University

External member
2018

Faculty Council for PG Studies in Science of The University of Burdwan

Member
2023

Ad-hoc UGBOS in Mathematics of The University of Burdwan

Chairman
2018

Board of Research Studies in Mathematics at The University of Burdwan

Member
2023

PGBOS of Mathematics at The University of Burdwan

Chairman

Bharata Ganita Parishad

2017
Life Member

Indian Mathematical Society

2014
Life Member

Tensor Society, India

2013
Life Member

Calcutta Mathematical Society

2012
Life Member

Bio

Differential Geometry

Personal Details

  • Male
  • Professor , The University of Burdwan
  • The University of Burdwan, Rajbati
Ph.D.
The University of Burdwan 2010
M.Sc.
The University of Burdwan 1998
Professor Aug 2018 – Present
The University of Burdwan | Department of Mathematics
Associate Professor Oct 2016 – Aug 2018
The University of Burdwan | MATHEMATICS
Associate Professor Aug 2015 – Oct 2016
Bankura University, Bankura
Assistant Professor May 2013 – Aug 2015
Sidho-Kanho Birsa University
Assistant Professor Sep 2006 – May 2013
Nikhil Banga Sikshan Mahavidyalaya

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Co-Authors (13)

Absos Ali

Prof Absos Ali Shaikh

The University of Burdwan

Apurba

Dr Apurba Saha

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Arindam

Dr Arindam Bhattacharyya

Jadavpur University

Mohd Hasan

Prof Mohd Hasan Shahid

Jamia Millia Islamia

Lakshmi Narayan

Dr Lakshmi Narayan Mishra

Vellore Institute of Technology, Vellore

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Scholarly Work

Investigation on submanifolds in contact metric manifolds

Funding Agency: SERB

Principal Investigator

1,787,412

2016 - 2019

Completed
A study on generalized class of symmetric contact metric manifolds

Funding Agency: University Grants Commission, New Delhi, India

Principal Investigator

194,000

2011 - 2013

Completed

A study on Ricci solitons in almost contact metric manifolds

University Sidho Kanho Birsha University
Year 2018

Investigation on certain submanifolds of Lorentzian concircular structure manifolds

University The University of Burdwan
Year 2019

Investigations on some geometric flows and associated solitons in Riemannian manifolds

University The University of Burdwan
Year 2021

Investigations on certain submanifolds of contact metric manifolds

University The University of Burdwan
Year 2021

Studies on submanifolds of certain contact space forms

University The University of Burdwan
Year 2022

Investigation on some classes of Riemannian manifolds

University The University of Burdwan
Year 2023

INVESTIGATIONS OF EIGENVALUES AND SOME GEOMETRIC CONSTANTS ON RIEMANNIAN MANIFOLDS

University The University of Burdwan
Year 2024

INVESTIGATION ON CURVATURE PROPERTIES OF CERTAIN SPACETIMES

University The University of Burdwan
Year 2025
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Scholarly Publications

On some classes of N (k)-quasi Einstein manifolds

Open Access
article
Authors: Hui, Shyamal Kumar and Lemence, Richard S

REAL HYPERSURFACES OF A PSEUDO RICCI SYMMETRIC COMPLEX PROJECTIVE SPACE

Open Access
article
Authors: SHYAMAL, Kumar Hui and MATSUYAMA, Yoshio and others

On $\varphi$-pseudo symmetries of (LCS) n-manifolds

Open Access
article

On $\phi$-pseudo symmetric Kenmotsu manifolds

Open Access
article
Authors: Hui, Shyamal Kumar

On $\phi$-symmetric generalized Sasakian-space-forms admitting semi-symmetric metric connection

Open Access
article
Authors: Shaikh, AA and Hui, SK

On $\varphi$-pseudo symmetric Kenmotsu manifolds with respect to quarter-symmetric metric connection

Open Access
article
Authors: Hui, Shyamal Kumar

On some classes of N(k)-quasi einstein manifolds

Open Access
Article

On φ-pseudo symmetries of (LCS)<inf>n</inf>-manifolds

Open Access
Article