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A practical formula of solutions for a family of linear non-autonomous fractional nabla difference equations

Date
2018
Abstract
In this article, we focus on a generalized problem of linear non-autonomous fractional nabla difference equations. Firstly, we define the equations and describe how this family of problems covers other linear fractional difference equations that appear in the literature. Then, by using matrix theory we provide a new practical formula of solutions for these type of equations. Finally, numerical examples are given to justify our theory.
Supervisor
Description
peer-reviewed
Publisher
Elsevier
Citation
Journal of Computational and Applied Mathematics;339, pp. 317-328
Collections
Mathematics & Statistics
MACSI - Mathematics Application Consortium for Science & Industry
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Dassios_2018_practical.pdf
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Keywords
non-autonomous, matrix, nabla, fractional, difference equations
ULRR Identifiers
https://researchrepository.ul.ie/handle/10344/6814
 https://doi.org/10.34961/4231
Funding code
Funding Information
Science Foundation Ireland (SFI)
Sustainable Development Goals
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Type
Article
Rights
https://creativecommons.org/licenses/by-nc-sa/1.0/
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