Fractional Relaxation Equations and a Cauchy Formula for Repeated Integration of the Resolvent

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Advances in the Theory of Nonlinear Analysis and its Application
Volume:2 Issue:1
Fractional Relaxation Equations and a Cauchy Formula for Repeated Integration of the Resolvent

Fractional Relaxation Equations and a Cauchy Formula for Repeated Integration of the Resolvent

Authors : Leigh C BECKER, İoannis K PURNARAS

Pages : 11-32

Doi:10.31197/atnaa.379282

View : 13 | Download : 7

Publication Date : 2018-03-25

Article Type : Research Paper

Abstract :Cauchy’s formula for repeated integration is shown to be valid for the function Rinsert ignore into journalissuearticles values(t); =
Keywords : Cauchys formula for repeated integration, fractional differential equations, Mittag Leffler functions, relaxation equations, resolvents, Riemann Liouville operators, Volterra integral equations

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