Subordination principle, Wright functions and large-time behavior for the discrete in time fractional diffusion equation
Artículo de revista
2021-10-14
Academic Press Inc.
Journal of Mathematical Analysis and Applications
507
1
23
1096-0813
The main goal in this paper is to study asymptotic behavior in Lp(RN ) for the
solutions of the fractional version of the discrete in time N-dimensional diffusion
equation, which involves the Caputo fractional h-difference operator. The techniques to prove the results are based in new subordination formulas involving the discrete in time Gaussian kernel, and which are defined via an analogue in discrete time setting of the scaled Wright functions. Moreover, we get an equivalent representation of that subordination formula by Fox H-functions.
- Artículos científicos [3154]
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