In this work, a numerical technique for solving general nonlinear ordinary differential
equations (ODEs) with variable coefficients and given conditions is introduced. The …

The Lane-Emden type equations are employed in the modeling of several phenomena in
the areas of mathematical physics and astrophysics. These equations are categorized as …

A rational Chebyshev (RC) spectral collocation technique is considered in this paper to
solve high‐order linear ordinary differential equations (ODEs) defined on a semi‐infinite …

This paper presents a novel nonlocal numerical paradigm for a class of general nonlinear
ordinary differential equations using the peridynamic differential operator. Differential …

The purpose of this study is to present an approximate numerical method for solving high
order linear Fredholm-Volterra integro-differential equations in terms of rational Chebyshev …

Numerical calculation from the full differential equations for convection in an unbounded
region is expensive, and hence approximate solutions are important. For small values of the …

In this paper, numerical technique is introduced for solving natural convection of Darcian
fluid about a vertical full cone embedded in porous media with a prescribed wall …

In this study, we propose an efficient and accurate numerical technique that is called the
rational Chebyshev collocation (RCC) method to solve the two dimensional flow of a viscous …

A rational Chebyshev (RC) spectral collocation technique is considered in this paper to
solve high-order linear ordinary differential equations (ODEs) defined on a semi-infinite …

In this paper, the concept of double rational Chebyshev (RC) functions on semi-infinite
domain (0≤ x, y<∞) and some of their properties are introduced for the first time by the …