The existence and uniqueness of fractional boundary value problems of
the Riesz-Caputo differential equations with nonlocal conditions
AbstractBy using the fixed point theorems, we give sufficient conditions for the
existence and uniqueness of solutions for the nonlocal fractional
boundary value problem of nonlinear Riesz-Caputo differential equation.
The boundedness assumption on the nonlinear term is replaced by growth
conditions or by a continuous function. Finally, some examples are
presented to illustrate the applications of the obtained results.