Authors :
Ram Shiromani.
Volume/Issue :
Volume 3 - 2018, Issue 5 - May
Google Scholar :
https://goo.gl/DF9R4u
Scribd :
https://goo.gl/LtpQui
Thomson Reuters ResearcherID :
https://goo.gl/3bkzwv
Abstract :
In this article, we introduce definition of a fractional triple Laplace transform of order α ,0 < α ≤ 1 , for fractional differentiable functions. Some main properties and inversion theorem of fractional triple Laplace transform are established. Further, the connection between fractional triple Laplace and fractional triple Sumudu transforms are presented.
Keywords :
Fractional Riemann-Liouville Derivatives,triple Laplace transform ,triple Sumudu transform, Mittag Leffler function.
In this article, we introduce definition of a fractional triple Laplace transform of order α ,0 < α ≤ 1 , for fractional differentiable functions. Some main properties and inversion theorem of fractional triple Laplace transform are established. Further, the connection between fractional triple Laplace and fractional triple Sumudu transforms are presented.
Keywords :
Fractional Riemann-Liouville Derivatives,triple Laplace transform ,triple Sumudu transform, Mittag Leffler function.
