Ministry of Education
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Dr RAGHVENDRA PRATAP SINGH

vidwan id: 404991
Male

,

Orchid Icon 0000-0003-3255-3323 Google Scholar Icon 57219902726 Researcher Icon IWV-4560-2023 Google Scholar Icon BjCLFUgAAAAJ

Expertise

  • Applied Mathematics

Publications

Total Articles 7
Books 0
Proceedings 0

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Professional Recognition

2017

Gold Medal

NIT Warangal
2018

INSPIRE Fellowship

DST-MST GOI

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Bio

My Area of research is Numerical Analysis. It focuses on the numerical solution of singularly perturbed differential-difference equations having boundary layers.

Personal Details

  • Male
  • Kurukshetra, Haryana, India
Ph.D.
Other Institute 2022
M.Sc.
Other Institute 2017
B.Sc.
University of Lucknow 2014
Adjunct Lecturer Aug 2022 – Jul 2023
National Institute of Technology Warangal | Department of Mathematics

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Scholarly Work

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Scholarly Publications

Numerical Solution of Differential-Difference Equations Having Boundary Layers at Both the Ends

Open Access
article
Year: 2022.
Authors: Singh, R. P. and Reddy, Y. N

Numerical Integration Method for a Class of Singularly Perturbed Differential-Difference Equations

Open Access
article
Year: 2022.
Authors: Diddi Kumara Swamy, Raghvendra Pratap Singh and Reddy Y. N.

A fitted deviating argument and interpolation scheme for the solution of singularly perturbed differential-difference equation having layers at both ends

Open Access
Article
Journal of Mathematical and Computational Science. Year: 2021. Volume: 11 , Issue: 1 , Pages: 856-873 .
Authors:
DOI 10.28919/jmcs/5217

A fitted numerical method for a class of singularly perturbed differential-difference equations

Open Access
Article
Journal of Mathematical and Computational Science. Year: 2021. Volume: 11 , Issue: 3 , Pages: 2847-2873 .
Authors:
DOI 10.28919/jmcs/5606

Perturbation-Iteration Method for Solving Differential-Difference Equations Having Boundary Layer

Open Access
article
Year: 2020.
Authors: Singh, R. P. and Reddy, Y. N

A Fitted Method for Singularly Perturbed Differential-Difference Equations Having Boundary Layers via Deviating Argument and Interpolation

Open Access
article
Year: 2020.
Authors: Singh, R. P. and Reddy, Y. N

A Fitted Second Order Special Finite Difference Method for Singularly Perturbed Differential-Difference Equations Exhibiting Dual Layers

Open Access
article
Year: 2020.
Authors: Singh, R. P. and Reddy, Y. N