Dr. Sag Ram Verma

Dr. Sag Ram Verma

Associate Professor
Department of Mathematics & Statistics
Gurukula Kangri (Deemed to be University), Haridwar, India
drsrverma@gkv.ac.in

About

Overview

Dr. Sag Ram Verma (M. Sc.; Ph. D.)
Associate Professor (Level 13A) of Mathematics, Department of Mathematics and Statistics, Gurukula Kangri (Deemed to be University), Haridwar-249404 (UK), India.

He is a research-oriented mathematician with strong expertise in Multidimensional and Directional Wavelet Analysis, focusing on theoretical development and practical applications in signal processing, image analysis, and computational modeling. Actively engaged in the numerical applications of wavelet frames, emphasizing stable representations, sparse approximations, and efficient algorithms for solving differential and integral equations. Possesses a solid foundation in Distribution Theory, particularly introductory and core concepts that support modern functional analysis and generalized function frameworks used in applied and theoretical research. Committed to advancing wavelet-based numerical methods through rigorous analysis and interdisciplinary applications.

Research Areas
Multidimensional and Directional Wavelet Analysis with its Applications • Numerical Applications of Wavelet Frames • Distribution Theory: Introductory Parts
Qualifications
M. Sc. (BHU, Varanasi) and Ph. D. (IIT-BHU, Varanasi)
ORCID ID
https://orcid.org/0000-0002-1270-879X

Research Papers

6 entries
1
A New Modified Taylor Wavelets Collocation Method for Solving Convection Diffusion and Benjamina Bona Mohany Equations
International Journal of Applied Nonlinear Science
2024 Index: Web of Science, ESCI, UGC CARE, Peer Review
DOI: https://doi.org/10.1504/IJANS.2024.141371 • ISSN: 1752-2862
2
Fractional Order Jacobi Wavelet-Based Numerical Analysis of Fractal-Fractional Multi-Pantograph Delay Differential Equation with Variable Coefficients
Research Square
2024
DOI: https://doi.org/10.21203/rs.3.rs-3950432/v1
3
An Efficient Solution of System of Generalized Abel Integral Equations using Bernstein Polynomials Wavelet Bases
Mathematical Sciences
2020 Index: Scopus, Web of Science, SCI, UGC CARE, Peer Review
DOI: https://doi.org/10.1007/s40096-020-00342-9 • ISSN: 2008-1359
4
An Approximate Wavelets Solution to the Class of Variational Problems with Fractional Order
Journal of Applied Mathematics and Computing
2020 Index: Scopus, Web of Science, SCI, UGC CARE, Peer Review
DOI: https://doi.org/10.1007/s12190-020-01413-9 • ISSN: 1598-5865
5
Numerical Analysis of Pantograph Differential Equation of the Stretched Type Associated with Fractal-Fractional Derivatives via Fractional Order Legendre Wavelets
Chaos, Solitons and Fractals
2020 Index: Scopus, Web of Science, SCI, UGC CARE, Peer Review
DOI: https://doi.org/10.1016/j.chaos.2020.110076 • ISSN: 0960-0779
6
Numerical Study of Variational Problems of Moving or Fixed Boundary Conditions by Muntz Wavelets
Journal of Vibration and Control
2020 Index: Scopus, Web of Science, SCI, UGC CARE, Peer Review
DOI: https://doi.org/10.1177/1077546320974792 • ISSN: 1077-5463

Book Chapters

1 entries
1
Bernstein Polynomial Multiwavelets Operational Matrix for Solution of Differential Equation
Springer Nature Singapore Pvt. Ltd.
2020 Index: ISBN, Other
ISBN: 978-981-15-1152-3

Books Authored

1 entries
1
Basic and Advance Python Programming
Nipa Genx Electronic Resources & Solutions Pvt Ltd, New Delhi-110034, India
2023
ISBN: 978-93-91383-63-3

Invited Lectures

1 entries
1
Fundamental of Wavelets Theory and Its Applications
Department of Computer Science and Engineering, G. B. Pant Institute of Engineering & Technology, Pauri Garhwal, (Uttarakhand)