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Expanded coverage of fractional calculus is a highlight of this new edition, featuring key topics such as Riemann-Liouville fractional integrals, Caputo fractional derivatives, and Riesz fractional operators. It delves into fractional heat conduction and thermoelasticity theories, offering a thorough examination of time and space nonlocality. Readers will explore how these concepts influence the generalizations of Fourier's law in the context of thermoelasticity, making it a valuable resource for understanding advanced mathematical principles.
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Fractional Thermoelasticity, Yuriy Povstenko
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- 2024
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