Fractional Heat Equation Optimized By A Chaotic Function
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Date
2021
Authors
Ibrahim, Rabha W.
Wazi, Mayada T.
Baleanu, Dumitru
Al-Saidi, Nadia
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Abstract
In this effort, we propose a new fractional differential operator in the open unit disk. The operator is an extension of the Atangana-Baleanu differential operator without singular kernel. We suggest it for a normalized class of analytic functions in the open unit disk. By employing the extended operator, we study the time-2-D space heat equation and optimizing its solution by a chaotic function.
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Keywords
Analytic Function, Chaotic, Fractional Calculus, Heat Equation, Subordination, Thermal, Univalent Function
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Citation
Ibrahim, Rabha W....et.al. (2021). "Fractional Heat Equation Optimized By A Chaotic Function", Thermal Science, Vol.25, No.2, pp.173-178.
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Source
Thermal Science
Volume
25
Issue
2
Start Page
173
End Page
178