[PDF] Top 20 Impulsive Periodic Boundary Value Problems for Dynamic Equations on Time Scale

... for dynamic equations on time ...study dynamic equations on time scales, these manuscripts do not explicitly cover the concept of ... See full document

... of impulsive differential equations has been investigated exten- sively in simulating processes and phenomena subject to short-time perturbations dur- ing their evolution, moreover, such ... See full document

... of time scales, which unifies continuous and discrete analysis, was first introduced by Hilger ...of boundary value problems for dynamic equations on time scales has ... See full document

... of dynamic equations on time scales goes back to Stefan Hilger ...p-Laplacian problems on time scales; see, for example, ...to boundary value problems (BVP) for ... See full document

... Let T be a periodic time scale such that 0 ∈ T . In this article, we are interested in the analysis of qualitative theory of periodic and positive periodic solutions of neutral ... See full document

... By using the classical fixed point theorem for operators on cone, in this article, some results of one and two positive solutions to a class of nonlinear first-order periodic boundary value ... See full document

... of impulsive dynamic equations on time scales has been initiated by Hender- son [4], Benchohra et ...differential equations and difference equations has been studied by some ... See full document

... of dynamic equations on time scales goes back to its founder Hilger [1], and is a new area of still theoretical exploration in ...that dynamic equations on time scales can build ... See full document

... all time scales, but for the existence of monotone sequences we use the Lipschitz condition with the constant which depends on the supremum of the graininess function of a particular time scale (see ... See full document

... This paper is concerned with the existence of extremal solutions of periodic boundary value problems for second-order impulsive integro-differential equations with integral jump ... See full document

... differential equations serve as basic models to study the dynamics of processes that are subject to sudden changes in their states and its theory has developed fast during the past few ...for boundary ... See full document

... differential equations are recognized as important models which describe many evolution processes that abruptly change their state at a certain ...medicine, dynamic systems, optimal control, population ... See full document

... The fractional differential equations have received increasing attention during recent years and have been studied extensively (see, e.g., [–] and references therein). This is mostly due to the fact that ... See full document

... differential equations, which arise in biology, physics, population dynamics, economics, and so forth, are a basic tool to study evolution processes that are subjected to abrupt in their states see ...second-order ... See full document

... for impulsive periodic boundary value problems in an ordered Banach space ...on periodic boundary value problems of impulsive differential ... See full document

... to time-delay systems in the literature ...studied impulsive delay difference equations and gave the results of global expo- nential stability, and Li and Song [17] studied the asymptotic behavior of ... See full document

... for periodic boundary value problems for impulsive fractional integro-differential equations using a recent novel concept of conformable fractional ...and impulsive ... See full document

... of periodic boundary value problems for impulsive differential equations depending on a parameter λ ...the boundary value problem admits at least one non-zero weak ... See full document

... This paper deals with the Periodic boundary value problems for Controlled nonlinear impulsive evolution equations. By using the theory of semigroup and fixed point methods, some ... See full document

... the periodic boundary value problems PBVPs for short for second-order ordinary or functional differential equations with or without impulse effects; see 1–24 and the references ... See full document