… So, recently there has been an increasing interest in the study of qualitative analysis of
rational difference equations and systems of difference equations. Although difference …

… fractional differential equations and the abstract fractional difference equations depending
… solutions of nonlinear delayed integro-differential equations. These inequalities can be used …

The recent surge in research activity in difference equations and applications has been driven
by the wide applicability of discrete models to such diverse fields as biology, engineering, …

This paper studies a boundary value problem of nonlinear fractional differential equations of
order with three-point integral boundary conditions. Some new existence and uniqueness …

We deal with Dirichlet boundary value problems for -Laplacian difference equations
depending on a parameter . Under some assumptions, we verify the existence of at least three …

… differential equations with finite as well infinite delay. In the forth section, we consider semilinear
functional differential equation … Section 5 is devoted to the study of functional differential …

… For the general theory of impulsive differential equations, we … impulsive differential equations
of integer order, see 9–12 . … differential equations and delayed differential equations of …

… In this article, using by α-admissible and \(\alpha _{qs^{p}}\)-admissible mappings,
solutions of some fractional differential equations are investigated in quasi-b-metric and b-metric-like …

… diseases formulated by differential equations have been … of fractional-order differential
equations model and includes five … the following system of fractional differential equations: …

… fractional q-difference equation with nonlocal boundary … In recent years, the topic of
fractional differential equations … For some recent work on fractional differential equations, we …