General Integral Transform Performance for Space-Time Fractional Telegraph Equations

The development of technology has supported effective tools in industrial machines and set up the remarkable phase that serves well-being such as kinetic energy, kinetic movement, and nuclear energy. Applied mathematics has also contributed valuable procedures in various fields of these sciences, es...

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Bibliographic Details
Published in:WSEAS TRANSACTIONS ON SYSTEMS AND CONTROL 2024-04, Vol.19, p.51-61
Main Authors: Tuan, Nguyen Minh, Koonprasert, Sanoe, Meesad, Phayung
Format: Article
Language:English
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Summary:The development of technology has supported effective tools in industrial machines and set up the remarkable phase that serves well-being such as kinetic energy, kinetic movement, and nuclear energy. Applied mathematics has also contributed valuable procedures in various fields of these sciences, especially the creation of transformation. With practical relevance, a new general integral (NGI) transform has also shown a crucial role in the same pragmatic methods. In this paper, the NGI transform using the combination of Padé approximation including continued fraction expansions (CFE) has been used to attain approximate solutions of space-time fractional telegraph equations by directly getting the inverse transform.
ISSN:1991-8763
2224-2856
DOI:10.37394/23203.2024.19.6