Add to ORKGIn this work we will explore a fractional self-adjoint difference equation which involves a Caputo fractional difference. In particular, we will develop a Cauchy function for initial value problems and Green\u27s functions for several different types of boundary value problems. We will use the properties of those Green\u27s functions and the Contraction Mapping Theorem to find sufficient conditions for when a nonlinear boundary value problem has a unique solution. We will also investigate the existence of nonnegative solutions for a nonlinear self-adjoint difference that have particular long run behavior
Boundary value problems have long been of interest in the continuous differential equations context....
Boundary value problems have long been of interest in the continuous differential equations context....
Boundary value problems have long been of interest in the continuous differential equations context....
In this work we will explore a fractional self-adjoint difference equation which involves a Caputo f...
In this work we will explore a fractional self-adjoint difference equation which involves a Caputo f...
In this dissertation we develop the theory of the nabla fractional self-adjoint difference equation....
In this dissertation we develop the theory of the nabla fractional self-adjoint difference equation....
In this dissertation we develop the theory of the nabla fractional self-adjoint difference equation....
In this dissertation we develop the theory of the nabla fractional self-adjoint difference equation,...
In this dissertation we develop the theory of the nabla fractional self-adjoint difference equation,...
We study two cases of nabla fractional Caputo difference equations. Our main tool used is a Banach f...
We study existence and uniqueness results for Caputo fractional sum-difference equations with fracti...
Abstract In this paper, a class of nonlinear fractional difference equations with Caputo-like differ...
In this dissertation we develop the theory of the nabla fractional self-adjoint difference equation,...
In this article, we study the existence and uniqueness results for a separate nonlinear Caputo fract...
Boundary value problems have long been of interest in the continuous differential equations context....
Boundary value problems have long been of interest in the continuous differential equations context....
Boundary value problems have long been of interest in the continuous differential equations context....
In this work we will explore a fractional self-adjoint difference equation which involves a Caputo f...
In this work we will explore a fractional self-adjoint difference equation which involves a Caputo f...
In this dissertation we develop the theory of the nabla fractional self-adjoint difference equation....
In this dissertation we develop the theory of the nabla fractional self-adjoint difference equation....
In this dissertation we develop the theory of the nabla fractional self-adjoint difference equation....
In this dissertation we develop the theory of the nabla fractional self-adjoint difference equation,...
In this dissertation we develop the theory of the nabla fractional self-adjoint difference equation,...
We study two cases of nabla fractional Caputo difference equations. Our main tool used is a Banach f...
We study existence and uniqueness results for Caputo fractional sum-difference equations with fracti...
Abstract In this paper, a class of nonlinear fractional difference equations with Caputo-like differ...
In this dissertation we develop the theory of the nabla fractional self-adjoint difference equation,...
In this article, we study the existence and uniqueness results for a separate nonlinear Caputo fract...
Boundary value problems have long been of interest in the continuous differential equations context....
Boundary value problems have long been of interest in the continuous differential equations context....
Boundary value problems have long been of interest in the continuous differential equations context....