Monotone Method for System of Riemann-Liouville Fractional Differential Equations with Deviating Arguments under Integral Boundary Conditions

Document Type : Original Article


1 Department of Mathematics,Dayanand science college Dist.Latur-413531. India

2 Director Mathematics Research center, Dayanand science college Dist.Latur-413531. India


In this paper, we investigate the existence and uniqueness solutions of nonlinear boundary value problems for system of Caputo type nonlinear fractional differential equations. To develop a monotone iterative technique by introducing upper and lower solutions to Caputo type fractional differential equations  with nonlinear boundary conditions. The monotone method yield monotone sequences which converges to uniformly and monotonically to extremal solutions.


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