[PDF] Top 20 Solutions to impulsive integrodifferential evolution equations under a noncompact evolution system
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Solutions to impulsive integrodifferential evolution equations under a noncompact evolution system
... The impulsive differential systems can be used to model processes which are subject to short perturbations whose duration can be negligible in comparison with the duration of the process, such as the dynamics of ... See full document
13
About periodicity of impulsive evolution equations through fixed point theory
... periodic solutions of periodic system in finite or infinite dimensional spaces, to our knowledge,impulsive periodic systems in infinite dimensional spaces (with unbounded operators) have been seldom ... See full document
16
Existence and exponential stability of pseudo almost periodic solutions for impulsive nonautonomous partial stochastic evolution equations
... mild solutions to dynamical systems repre- sented by these impulsive ...mild solutions for nonlinear impulsive stochastic system ...differential equations well known in the theory ... See full document
37
Existence of solutions for impulsive fractional evolution equations with periodic boundary condition
... mild solutions for a class of fractional impulsive evolution equation with periodic boundary condition and noncompact ...mild solutions are obtained, our results are also more general ... See full document
22
Existence of solutions for neutral functional mixed volterra integrodifferential evolution equations with nonlocal conditions
... differential equations arise in many areas of applied ...differential equations is very ...differential equations with infinite delay was initiated by Hernandez and ...differential equations ... See full document
8
Existence of solutions for impulsive fractional integrodifferential equations with mixed boundary conditions
... of impulsive differential equations is a new and important branch of dif- ferential equation theory, which has an extensive physical, population dynamics, ecology, chemical, biological systems, and ... See full document
19
Nonlocal Impulsive Cauchy Problems for Evolution Equations
... of solutions to nonlocal impulsive Cauchy problems for evolution ...approximate solutions, noncompact measures and the fixed point theory, new existence theorems are obtained, which ... See full document
17
Topological properties of \(C^{0}\)-solution set for impulsive evolution inclusions
... of impulsive differential equations and ...integral solutions on a compact interval for the differential inclusions involv- ing equicontinuous (not compact) ...mild solutions of semilinear ... See full document
28
Nonlinear impulsive evolution equations with nonlocal conditions and optimal controls
... nonlinear impulsive evolution equations with nonlocal ...PC-mild solutions is proved, but the uniqueness cannot be ...nonlinear impulsive evolution equations is also ... See full document
12
Fractional Evolution Integrodifferential Systems with Nonlocal Conditions in Banach Spaces
... interval Under the assumptions that – is a closed linear operator defined on a dense domain in into such that is independent of and – generates an evolution operator in the Banach space the function is real ... See full document
5
Monotone iterative technique for impulsive fractional evolution equations with noncompact semigroup
... The rest of this paper is organized as follows. In Section , some preliminaries are given on the fractional calculus and the measure of noncompactness. The definition of coupled lower and upper L-quasi-solutions ... See full document
15
Existence of solutions for nonlinear fuzzy impulsive integrodifferential equations
... integral equations or integrodifferential ...differential equations, in some situations, such a formulation may not accurately model the physical system because, while describing the ... See full document
10
Existence Results on General Integrodifferential Evolution Equations in Banach Space
... classical solutions of semilinear evolu- tion equations by using semigroup ...linear integrodifferential equation with deviating argu- ...of solutions and controllability of nonlinear ... See full document
6
Study of polynomial and non polynomial spline based approximation
... This paper is devoted to the evolution, progress, types and spline solutions of differential equations. There is now considerable evidence that in many circumstances a spline function is a more ... See full document
5
Monotone iterative technique for impulsive fractional evolution equations
... of impulsive differential equations has an extensive physical background and realistic mathematical model, and hence has been emerging as an important area of investigation in recent years, see ...of ... See full document
12
Periodic BVPs for fractional order impulsive evolution equations
... differential equations appear naturally in fields such as viscoelasticity, elec- trical circuits, nonlinear oscillation of earthquakes ...particular, impulsive fractional evolution equations are ... See full document
11
Integrodifferential Inequality for Stability of Singularly Perturbed Impulsive Delay Integrodifferential Equations
... with impulsive initial conditions and derived some sufficient conditions ensuring the exponential stability of solutions for the singular perturbed impulsive delay differential equations ... See full document
11
Impulsive Integrodifferential Equations Involving Nonlocal Initial Conditions
... in impulsive nonlocal Cauchy problems stems mainly from the observation that on one side, nonlocal initial conditions have better effects in treating physical problems than the usual ones see 21, 22, 24–27 and the ... See full document
18
On the Wave Solutions of Conformable Fractional Evolution Equations
... the highest order derivative gives the highest power of the series forming the solu- tion. Substituting the solution into the resultant ODEs and some computer algebra give the relations between the parameters of the ... See full document
7
Solving Nonlinear Evolution Equations by (G'/G)-Expansion Method
... computational work, and the graphical representations. Results obtained by this method are very encouraging and reliable for solving any other type of NLEEs. The graphical representations clearly indicate the solitary ... See full document
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