Fabio G. Rodrigues, Edmundo C. Oliveira
Published 2016-12-22Version 1
In this paper, using the theory of the so-called fractional calculus we show that it is possible to easily obtain the solutions for the confluent hypergeometric equation. Our approach is to be compared with the standard one (Frobenius) which is based on the ordinary calculus of integer order.
Comments: 4 pages
Journal: J Phys Math 6:147 (2015)
Bessel functions of integer order in terms of hyperbolic functions
Calculus on Fractal Curves in R^n
Deformation Expression for Elements of Algebras (VII) --Vacuum/Pseudo-vacuum Representations--
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