$Mass-conserving tempered fractional diffusion in a bounded interval$

Mass-conserving tempered fractional diffusion in a bounded interval

Transient anomalous diffusion may be modeled by a tempered fractional diffusion equation. A reflecting boundary condition enforces mass conservation on a bounded interval. In this work, explicit and implicit Euler schemes for tempered fractional diffusion with discrete reflecting or absorbing bounda...

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Veröffentlicht in:	Fractional calculus & applied analysis 2019-12, Vol.22 (6), p.1561-1595
Hauptverfasser:	Lischke, Anna, Kelly, James F., Meerschaert, Mark M.
Format:	Artikel
Sprache:	eng
Schlagworte:	33E12 65N12 Abstract Harmonic Analysis Analysis Boundary conditions Diffusion discrete reflecting boundary conditions finite difference methods Functional Analysis Integral Transforms Mathematics Operational Calculus Primary 26A33 Research Paper Secondary 65M06 Stability analysis tempered fractional derivatives
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