H.L Dershem. Approximation of Bessel's Differential Operator of Fractional Order by Finite-Difference Operators. Ph.D. Dissertation, Purdue University ...
“Approximation of Bessel's Differential. Operator of Fractional. Order by Finite-Difference. Operators,”. Ph.D. Dissertation,. Purdue University,. Lafayette, IN ...
Dec 1, 1971 · H. L. Dershem, Masters Thesis, Approximation of Bessel's differential operator of fractional order by finite-difference operators, Doctoral ...
Abstract. The purpose of this article is to study an approximation to an abstract Bessel-type problem, which is a generalization of the extension problem ...
The proposed method is a collocation method based on the Bessel polynomials and the operational matrix of derivatives, which transformed equations into a system ...
The fractional power of this operator is introduced as a pseudo-differential operator through the multi-dimensional Bessel transform.
Oct 22, 2024 · In this study, a collocation method based on the Bessel functions of first kind is given for the approximate solutions of the Riccati ...
Jun 26, 2013 · We investigate a modified Bessel equation in whichthe integer-order derivatives are replaced by Riemann-Liouville fractionalderivatives. The ...
[PDF] A numerical scheme for solving time-fractional Bessel differential ...
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The object of this paper devotes on offering an indirect scheme based on time-fractional Bernoulli functions in the sense of Rieman-Liouville fractional ...
This paper presents an improved, new numerical scheme for approximating the solution of LSVI-FDEs with constant coefficients including trapezoidal rules using a ...