The current investigation is related to the design of novel integrated neuroswarming
heuristic paradigm using Gudermannian artificial neural networks (GANNs) optimized with …

In this paper, we propose an efficient numerical technique based on the Bernstein
polynomials for the numerical solution of the equivalent integral form of the derivative …

In the present paper, we introduce the fractional Bernstein series solution (FBSS) to solve
the fractional diffusion equation, which is a generalization of the classical diffusion equation …

In this paper the singular Emden-Fowler equation of fractional order is introduced and a
computational method is proposed for its numerical solution. For the approximation of the …

This research investigates the application of non-dyadic Haar wavelets to analyze Emden-
Fowler equations, which find diverse uses across scientific domains. The central challenge …

In the present paper, we introduce the fractional Bernstein series solution (FBSS) to solve
the fractional diffusion equation, which is a generalization of the classical diffusion equation …

Sažetak This study is concerned by the Collocation method for solving Volterra integral
equations form of the Lane-Emden type numerically through the so-called Touchard …

In this paper the singular Emden-Fowler equation of fractional order is introduced and a
computational method is proposed for its numerical solution. For the approximation of the …

Abstract Orthonormal Bernstein coupled with Block-Pulse Functions for integro-differential
form of the singular Emden-Fowler initial value problems, is considered. First, we introduce …

Hybrid orthonormal Bernstein and block-pulse function wavelet method for many
phenomena in mathematical physics and astrophysics is considered. We use a fundamental …