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On time‐fractional partial differential equations of time‐dependent piecewise constant order
Yavar Kian, Marián Slodička, Éric Soccorsi, Karel Van Bockstal
Source abstract
This contribution considers the time‐fractional subdiffusion with a time‐dependent variable‐order fractional operator of order . It is assumed that is a piecewise constant function with a finite number of jumps. A proof technique based on the Fourier method and results from constant‐order fractional subdiffusion equations has been designed. This novel approach results in the well‐posedness of the problem.
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