activity
20172019
most citedExistence of solution for Hilfer fractional differential equations with boundary value conditions

5 citations · 12 across the 6 of their papers we have counts for

collaborators

9 papers

math.GM2019

On existence of solution to nonlinear -Hilfer Cauchy-type problem

Mohammed S Abdo, S K Panchal, Sandeep P Bhairat

The aim of this paper is to obtain the existence of unique solution to nonlinear Cauchy-type problem. We consider the implicit nonlinear Cauchy-type problem with -Hilfer fractio…

math.GM20195 cited

Existence of solution for Hilfer fractional differential equations with boundary value conditions

Mohammed S Abdo, S K Panchal, Sandeep P Bhairat

In this paper, we consider a class of nonlinear fractional differential equations involving Hilfer derivative with boundary conditions. First, we obtain an equivalent integral for…

math.GM20191 cited

Existence of solution for Hilfer fractional differential problem with nonlocal boundary condition

Hanan A. Wahash, Mohammed S. Abdo, Satish K. Panchal +1

This paper is devoted to study the existence of a solution to Hilfer fractional differential equation with nonlocal boundary condition. We use the equivalent integral equation to s…

math.CA2018

Non-existence of Global Solutions for a Generalized Fractional Differential Problem

Sandeep P Bhairat

Aim of this paper is to study the non-existence of global solutions of the fractional differential problem involving generalized Katugampola derivative. We utilize the test functio…

math.CA2018

On Stability of Generalized Cauchy-type Problem

Sandeep P Bhairat

In this paper, we study the stability of solution of initial value problem for fractional differential equation involving generalized Katugampola derivative. Pachpatte inequality i…

math.CA2018

New Approach to Existence of Solution of Weighted Cauchy-type Problem

Sandeep Pandurang Bhairat

We consider a singular fractional differential equation involving generalized Katugampola derivative and obtain the existence and uniqueness of its solution. A scheme for uniformly…