On one class of persymmetric matrices generated by boundary value problems for differential equations of fractional order

M. Aleroev; T. Aleroev; M. Kirane; Y-F. Tang

doi:10.1016/j.amc.2015.06.076

$On one class of persymmetric matrices generated by boundary value problems for differential equations of fractional order$

Journal article

Peer reviewed

On one class of persymmetric matrices generated by boundary value problems for differential equations of fractional order

M. Aleroev, T. Aleroev, M. Kirane and Y-F. Tang

Applied mathematics and computation, Vol.268, pp.151-163

01/10/2015

DOI: https://doi.org/10.1016/j.amc.2015.06.076

Abstract

eigenvalues

eigenvectors

operator of fractional differentiation

persymmetric matrix

In this paper, we consider the matrix generated by boundary value problems for differential equations of fractional order. In particular, we show that the eigenvalues of these matrices are simple and real.

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Title: On one class of persymmetric matrices generated by boundary value problems for differential equations of fractional order
Creators - without role: M. Aleroev - Moscow Architectural Institute
T. Aleroev - Moscow Architectural Institute
M. Kirane - King Abdulaziz University
Y-F. Tang - Academy of Mathematics and Systems Science
Publication Details: Applied mathematics and computation, Vol.268, pp.151-163
Publisher: Elsevier Inc
Identifiers: 9936922008331
Academic Unit: King Abdulaziz University
Language: English
Resource Type: Journal article