This paper presents a new way to solve numerically multiterm variable-order fractional
differential equations (MTVOFDEs) with initial conditions by using a class of modified shifted …

The current study discusses a novel approach for numerically solving MTVO-TFDWEs under
various conditions, such as IBCs and DBCs. It uses a class of GSJPs that satisfy the given …

Based on the stochastic Magnus expansion, an explicit expression for the solution of the
linear stochastic differential equations is proposed in this paper. By use of the Lie bracket …

In this article, a Shifted-Legendre orthonormal method for solving delay heat conduction
equations is considered. This method, based on Legendre orthogonal polynomials, gives …

In this paper, a numerical alogorthm for solving high-dimensional heat conduction equations
is proposed. Based on Shifted-Legendre orthonormal polynomial and ε− best approximate …