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Fractional Derivative Expansion Formula by markminj69 is a document available to read on EtoBox.

The document presents an expansion formula for fractional derivatives, which is derived as a series involving a function and its k-th derivative moments. The convergence of this series is established, and its application is particularly relevant in the context of linear viscoelasticity and the second law of thermodynamics. The authors aim to provide a useful tool for functions that are finitely differentiable, enhancing the internal variable method in deriving restrictions on constitutive equations involvin

Author

markminj69

Language

EN