Vidwan-ID : 158673



  • Dr Lakshmi Narayan Guin

  • Associate Professor
  • Visva-Bharati University
Publications 2012 - 2023

Publications

  • 35
    Journal Articles
  • 2
    Conference
    Proceedings
  • 1
    Projects
  • 1

Citations / H-Index

345 Citations
11 h-index
39 Citations

Google Scholar

Co-author Network


Expertise

Applied Mathematics

Mathematical Ecology and Nonlinear Dynamics (Major Area) Dynamical Systems, Population Dynamics, Dynamics of Infectious Diseases, Differential Equations and its applications in Biology, Stochastic Stability Analysis, Chaos and Synchronization in related areas (Specific Interests)

Personal Information

Dr Lakshmi Narayan Guin

Male
Department of Mathematics, Siksha Bhavana, Visva-Bharati Santiniketan-731235, West Bengal, India
Birbhum, West Bengal, India - 731235


Experience

  • Associate Professor

    Mathematics

    Visva-Bharati University


Qualification

  • Ph.D.

    Visva-Bharati University


Doctoral Theses Guided

2022

Dynamical behaviour of some models of interacting populations

Krishnendu Sarkar, Visva-Bharati

2020

Studies on the Formation and Evolution of Atherosclerosis Through Mathematical Models

Debasmita Mukherjee , Visva-Bharati

2018

Dynamical complexity in some nonlinear mathematical models of ecological systems

Benukar Mondal , Visva-Bharati

2022

Dynamical behaviour of some models of interacting populations

Krishnendu Sarkar, Visva-Bharati

2020

Studies on the Formation and Evolution of Atherosclerosis Through Mathematical Models

Debasmita Mukherjee , Visva-Bharati

2018

Dynamical complexity in some nonlinear mathematical models of ecological systems

Benukar Mondal , Visva-Bharati

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Membership In Committees

2018

The Indian Science Congress Association, 14, Dr. Biresh Guha Street, Kolkata-700017

General member

2018

The Indian Science Congress Association, 14, Dr. Biresh Guha Street, Kolkata-700017

General member

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Research Projects

The study of the stability and spatial patterns through diffusion-driven instability in a predator-prey model

Funding Agency : University Grants Commission, New Delhi-110002

The study of the stability and spatial patterns through diffusion-driven instability in a predator-prey model

Funding Agency : University Grants Commission, New Delhi-110002

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