New discussion on nonlocal controllability for fractional evolution system of order
In this manuscript, we deal with the nonlocal controllability results for the fractional evolution
system of 1< r< 2 1<r<2 in a Banach space. The main results of this article are tested by …
system of 1< r< 2 1<r<2 in a Banach space. The main results of this article are tested by …
Approximate solutions and Hyers–Ulam stability for a system of the coupled fractional thermostat control model via the generalized differential transform
In this paper, we consider a new coupled system of fractional boundary value problems
based on the thermostat control model. With the help of fixed point theory, we investigate the …
based on the thermostat control model. With the help of fixed point theory, we investigate the …
Investigation of the neutral fractional differential inclusions of Katugampola-type involving both retarded and advanced arguments via Kuratowski MNC technique
S Etemad, MS Souid, B Telli, MKA Kaabar… - Advances in Difference …, 2021 - Springer
A class of the boundary value problem is investigated in this research work to prove the
existence of solutions for the neutral fractional differential inclusions of Katugampola …
existence of solutions for the neutral fractional differential inclusions of Katugampola …
On the generalized fractional snap boundary problems via G-Caputo operators: existence and stability analysis
This research is conducted for studying some qualitative specifications of solution to a
generalized fractional structure of the standard snap boundary problem. We first rewrite the …
generalized fractional structure of the standard snap boundary problem. We first rewrite the …
Sufficient conditions for the existence of oscillatory solutions to nonlinear second order differential equations
AK Sethi, M Ghaderi, S Rezapour, MKA Kaabar… - Journal of Applied …, 2022 - Springer
Some electrical events consist of mathematical models and due to the essence of electric
current, their related differential equations have naturally an interesting property where all …
current, their related differential equations have naturally an interesting property where all …
On the existence and stability of two positive solutions of a hybrid differential system of arbitrary fractional order via Avery–Anderson–Henderson criterion on cones
The main objective of this paper is to investigate the existence, uniqueness, and Ulam–
Hyers stability of positive solutions for fractional integro-differential boundary values …
Hyers stability of positive solutions for fractional integro-differential boundary values …
A study on multiterm hybrid multi-order fractional boundary value problem coupled with its stability analysis of Ulam–Hyers type
In this research work, a newly-proposed multiterm hybrid multi-order fractional boundary
value problem is studied. The existence results for the supposed hybrid fractional differential …
value problem is studied. The existence results for the supposed hybrid fractional differential …
On a generalized fractional boundary value problem based on the thermostat model and its numerical solutions via Bernstein polynomials
In this paper, we introduce a new structure of the generalized multi-point thermostat control
model motivated by its standard model. By presenting integral solution of this boundary …
model motivated by its standard model. By presenting integral solution of this boundary …
Application of some special operators on the analysis of a new generalized fractional Navier problem in the context of q-calculus
The key objective of this study is determining several existence criteria for the sequential
generalized fractional models of an elastic beam, fourth-order Navier equation in the context …
generalized fractional models of an elastic beam, fourth-order Navier equation in the context …
A generalized neutral-type inclusion problem in the frame of the generalized Caputo fractional derivatives
In this paper, we study the existence of solutions for a generalized sequential Caputo-type
fractional neutral differential inclusion with generalized integral conditions. The used …
fractional neutral differential inclusion with generalized integral conditions. The used …