A study of nonlinear fractional differential equations of arbitrary order with Riemann-Liouville type multistrip boundary conditions

Abstract

We develop the existence theory for nonlinear fractional differential equations of arbitrary order with Riemann-Liouville type boundary conditions involving nonintersecting finite many strips of arbitrary length. Our results are based on some standard tools of fixed point theory. For the illustration of the results, some examples are also discussed. © 2013 Bashir Ahmad et al.