This book explores boundary value problems for Riemann-Liouville fractional dynamic equations
on arbitrary time scales as well as the shifting problem on the whole time scale. The author
includes an introductory overview of fractional dynamic calculus on time scales. The book also
introduces the Laplace transform on arbitrary time scales including the bilateral Laplace
transform the Laplace transform of power series and a deduction of an inverse formula. The
author then discusses the generalized convolutions of functions on arbitrary time scales and
the shifting problem for existence of solutions. The book moves on to cover boundary value
problems and initial boundary value problems for some classes Riemann-Liouville fractional
dynamic equations.
