Today, most of the real physical world problems can be modeled with variable-coefficient
KdV–modified KdV (vcKdV–mKdV) equation. Besides, the solution methods and their …

In this paper, we investigate the numerical solutions of one dimensional modified Burgers'
equation with the help of Haar wavelet method. In the solution process, the time derivative is …

Nonlinear Burgers' equation is solved using polynomial based differential quadrature
method (PDQ). Numerical simulations are studied for three well known test problems …

In this work, high order splitting methods have been used for calculating the numerical
solutions of Burgers' equation in one space dimension with periodic, Dirichlet, Neumann …

In the present paper, a comprehensive review of the different techniques used for solving the
Burgers equation has been presented along with the recent progress going in finding its …

A decatic B‐spline collocation technique is employed to compute the numerical result of a
nonlinear Burgers' equation. The nonlinear term of Burgers' equation is locally linearized …

In this paper, numerical solution of the Burgers' equation is presented based on the cubic B-
spline quasi-interpolation. At first the cubic B-spline quasi-interpolation is introduced …

In this article, a hybrid numerical method based on Haar wavelets and finite differences is
proposed for shock ridden evolutionary nonlinear time‐dependent partial differential …

A finite-difference scheme based on fourth-order rational approximants to the matrix–
exponential term in a two-time level recurrence relation is proposed for the numerical …

In this paper, a robust Hermite collocation technique is proposed to find the numerical
solution of generalized Burgers-Huxley and Burgers-Fisher equations as well as modified …