In this paper, the cubic B-spline collocation method is used for solving the stochastic integro-
differential equation of fractional order. we show that stochastic integro-differential equation …

We propose and analyze a meshless method of lines by considering some hybrid radial
kernels. These hybrid kernels are constructed by linearly combining infinite smooth radial …

We propose a polynomial-based numerical scheme for solving some important nonlinear
partial differential equations (PDEs). In the proposed technique, the temporal part is …

In this paper, the n-dimensional stochastic Itô-Volterra integral equation is numerically
solved via quintic B-spline collocation method. To reach this aim, the quintic B-spline …

In this research work, we propose an algorithm which involves the coupling of a new integral
transform called the Elzaki transform and the well-known homotopy perturbation method on …

In this study, we introduce a new numerical technique for solving nonlinear generalized
Burgers‐Fisher and Burgers‐Huxley equations using hybrid B‐spline collocation method …

In this paper, Cardinal B-spline wavelet numerical method is developed for the solution of
Generalized Burgers–Huxley (GBH) Equation. It is a new approach for the accurate …

In this paper, we develop an optimized hybrid block method which is combined with a
modified cubic B-spline method, for solving non-linear partial differential equations. In …

In this paper, a numerical algorithm based on a new kind of tension B-spline, named
hyperbolic-trigonometric tension B-spline method, is applied for solving Burgers-Huxley …

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 …