AK Verma, B Pandit, L Verma, RP Agarwal - Mathematics, 2020 - mdpi.com
Several real-life problems are modeled by nonlinear singular differential equations. In this article, we study a class of nonlinear singular differential equations, explore its various …
In this paper, our target is to implement and analyze numerical algorithms for the numerical solutions of initial and boundary third-order singular-type equations, and in particular the …
An efficient numerical approach for solving the system of the Lane–Emden–Fowler type equations with boundary conditions is proposed. To avoid singular behavior, we use the …
In this paper, we have applied an iterative method to the singular and nonlinear fractional partial differential of Emden–Fowler equations types. Haar wavelets operational matrix of …
R Singh - Journal of Mathematical Chemistry, 2018 - Springer
Abstract We consider the Lane–Emden boundary value problems which appear in chemical applications, biochemical applications, and scientific disciplines. The Lane–Emden problem …
J Shahni, R Singh - The European Physical Journal Plus, 2020 - Springer
In this paper, we propose an efficient numerical technique for numerical solutions of the equivalent integral form of Emden–Fowler type boundary value problems (BVPs), which …
In this research, we have investigated doubly singular ordinary differential equations and a real application problem of studying the temperature profile in a porous fin model. We have …
J Shahni, R Singh - Engineering with Computers, 2022 - Springer
An efficient numerical algorithm based on the Laguerre wavelets collocation technique for numerical solutions of a class of Thomas–Fermi boundary value problems, which arises in …
MP Alam, T Begum, A Khan - Chemical Physics Letters, 2020 - Elsevier
In this paper, we discuss a higher order quartic trigonometric B-spline collocation method on a uniform mesh for solving two special models of Lane-Emden boundary value problems …