All Stories

  1. Efficient Solution of Burgers’, Modified Burgers’ and KdV–Burgers’ Equations Using B-Spline Approximation Functions

    Article • Mathematics, April 2023, MDPI AG

    Pravin Singh

  2. A Review of Collocation Approximations to Solutions of Differential Equations

    Article • Mathematics, November 2022, MDPI AG

    Pravin Singh

  3. Two different temporal domain integration schemes combined with compact finite difference method to solve modified Burgers’ equation

    Article • Ain Shams Engineering Journal, January 2022, Elsevier

    Pravin Singh

  4. A GENERALIZATION OF AN EXTENDED b-METRIC SPACE AND SOME FIXED POINT THEOREMS

    Article • Advances in Mathematics Scientific Journal, May 2021, Union of Researchers of Macedonia

    Pravin Singh

  5. FIXED POINT THEOREMS IN A WEIGHTED RECTANGULAR b-METRIC SPACE

    Article • Advances in Mathematics Scientific Journal, April 2021, Union of Researchers of Macedonia

    Pravin Singh

  6. SOME FIXED POINT RESULTS IN A GENERALIZED $G_b$-METRIC SPACE

    Article • Advances in Mathematics Scientific Journal, April 2021, Union of Researchers of Macedonia

    Pravin Singh

  7. FIXED POINT THEOREMS IN A GENERALIZED CONE b-METRIC SPACE

    Article • Advances in Mathematics Scientific Journal, April 2021, Union of Researchers of Macedonia

    Pravin Singh

  8. FIXED POINT THEOREMS IN A GENERALIZED S-METRIC SPACE

    Article • Advances in Mathematics Scientific Journal, March 2021, Union of Researchers of Macedonia

    Pravin Singh

  9. Analysis of a linear and non-linear model for diffusion–dispersion phenomena of pulp washing by using quintic Hermite interpolation polynomials

    Article • Afrika Matematika, February 2021, Springer Science + Business Media

    Pravin Singh

  10. FIXED POINT THEORY IN A CONVEX GENERALIZED ${B}$-METRIC SPACE

    Article • Advances in Mathematics Scientific Journal, March 2020, Union of Researchers of Macedonia

    Pravin Singh

  11. An efficient technique for solution of linear and nonlinear diffusion-dispersion models

    Article • January 2018, American Institute of Physics

    Pravin Singh

  12. An analysis of the Simpson Discrete Hartley Transform

    Article • Quaestiones Mathematicae, August 2017, Taylor & Francis

    Pravin Singh

  13. Numerical Study of a Nonlinear Diffusion Model for Washing of Packed Bed of Cylindrical Fiber Particles

    Article • Arabian Journal for Science and Engineering, March 2015, Springer Science + Business Media

    Pravin Singh

  14. A discrete Hartley transform based on Simpson's rule

    Article • Mathematical Methods in the Applied Sciences, February 2015, Wiley

    Pravin Singh

  15. Properties of the Simpson discrete Fourier transform

    Article • Quaestiones Mathematicae, March 2014, Taylor & Francis

    Pravin Singh

  16. Computation of a real eigenbasis for the Simpson discrete Fourier transform matrix

    Article • ScienceAsia, January 2014, Science Society of Thailand - Mahidol University

    Pravin Singh

  17. Solution of diffusion–dispersion models using a computationally efficient technique of orthogonal collocation on finite elements with cubic Hermite as basis

    Article • Computers & Chemical Engineering, November 2013, Elsevier

    Pravin Singh

  18. Asymptotic convergence of cubic Hermite collocation method for parabolic partial differential equation

    Article • Applied Mathematics and Computation, September 2013, Elsevier

    Pravin Singh

  19. Numerical solution of diffusion-dispersion models using orthogonal collocation on finite elements with Hermite basis for Robin conditions

    Article • Applied Mathematical Sciences, January 2013, Hikari, Ltd.

    Pravin Singh

  20. The duality property of the Discrete Fourier Transform based on Simpson's rule

    Article • Mathematical Methods in the Applied Sciences, February 2012, Wiley

    Pravin Singh

  21. A discrete Fourier transform based on Simpson's rule

    Article • Mathematical Methods in the Applied Sciences, January 2012, Wiley

    Pravin Singh

  22. Computationally Efficient Technique for Solving ODE Systems Exhibiting Initial and Boundary Layers

    Article • Mathematical Problems in Engineering, January 2009, Hindawi Publishing Corporation

    Pravin Singh

  23. Numerical Solution of BVPs by OCFE using a Hermite Basis

    Article • January 2009, American Institute of Physics

    Pravin Singh

  24. Computationally Efficient Weights for the Amplitude-Shape Method

    Article • January 2007, American Institute of Physics

    Pravin Singh

  25. Amplitude–shape approximation as an extension of separation of variables

    Article • Mathematical Methods in the Applied Sciences, January 2007, Wiley

    Pravin Singh

  26. Coupling between Jeans and X-modes in self-gravitating magnetized dusty plasmas

    Article • January 2000, Elsevier

    Pravin Singh

  27. Application of a First Order Asymptotic Method for Modeling Singularly Perturbed BVPs

    Article • Springer Science + Business Media

    Pravin Singh