Error Analysis and Numerical Simulation of Fractional KdV Burger's
Differential Equations via 3-scale Haar wavelets
- Shitesh Shukla
, - MUKESH KUMAR
Shitesh Shukla

Motilal Nehru National Institute of Technology
Corresponding Author:shitesh258@gmail.com
Author ProfileMUKESH KUMAR
Motilal Nehru National Institute of Technology
Author ProfileAbstract
This article proposes a modified numerical algorithm based on a
finite-difference scheme and the 3-Scale Haar approach for numerical
simulation of the fractional KdV-Burgers differential equation. The
multi-resolution utilize to develop the wavelet basis functions. The
convergence of the proposed algorithm convinces its error analysis. The
Haar solution shows decent concurrence with the analytical solutions and
other existing techniques present in the literature. The Haar solutions
reveal that the proposed procedure is profoundly viable and helpful for
the fractional partial differential equation.