[PDF] Top 20 Approximate controllability and optimal controls of fractional evolution systems in abstract spaces
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Approximate controllability and optimal controls of fractional evolution systems in abstract spaces
... in a Hilbert space, and this is the main motivation of this paper. The main objective of this paper is to derive sufficient conditions for approximate controllability and existence of op- timal ... See full document
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Approximate controllability of fractional nonlocal evolution equations with multiple delays
... control systems in infinite- dimensional spaces is well-developed in which the details can be found in various papers; see [, –, , , ...exact controllability of control systems ... See full document
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Approximate Controllability of Impulsive Fractional Partial Neutral Quasilinear Functional Differential Inclusions with Infinite Delay in Hilbert Spaces
... differential systems is linked to their utility in simulating processes and phenomena subject to short-time perturbations during their ...therein. Fractional order models of real systems are often ... See full document
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APPROXIMATE CONTROLLABILITY OF SEMILINEAR CONTROL SYSTEMS IN HILBERT SPACES
... the evolution differential equations have been studied extensively by many researchers (see [7]-[9], [11]- [32] and the references ...the abstract Cauchy problem for the differential ... See full document
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ON Φ-SCHAUDER FRAMES
... control systems in infinite-dimensional spaces is well-developed, and exten- sively investigated in the literature, see [1], [6], [17] and [23] and the references ...extended controllability concepts ... See full document
8
Approximate controllability and complete controllability of semilinear fractional functional differential systems with control
... The controllability theory plays an important role in abstract control ...the approximate or complete controllability of control systems (see [1–12] and the references ...the ... See full document
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Approximate Controllability of Fractional Order Retarded Semilinear Control Systems
... of fractional calculus to dynamical systems in control theory, electrical circuits with fractance, generalized voltage divider, viscoelastic- ity ...the controllability concepts for fractional ... See full document
8
Approximate controllability of nonlocal impulsive fractional neutral stochastic integro-differential equations with state-dependent delay in Hilbert spaces
... existence, controllability and other qualitative and quantitative attributes of stochastic FDEs are the most progressing area of pursuit, for instance, see [5, 12, 16, 17, 25, ...and approximate ... See full document
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Controllability problem for fractional integrodifferential evolution systems of mixed type with the measure of noncompactness
... the controllability results for fractional evolution equations were obtained by the Schauder fixed point ...the controllability of impulsive functional differential equa- tions with nonlocal ... See full document
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Exact controllability of fractional order evolution equations in Banach spaces
... of controllability results of mild solutions for these prob- ...of fractional order integro-differential equations and impulsive differential equations with delay have been published, see [25– ...on ... See full document
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Approximate controllability of fractional impulsive partial neutral integrodifferential inclusions with infinite delay in Hilbert spaces
... control systems. The exact controllability of nonlinear systems represented by fractional evolution equations or inclusions in abstract spaces has been considered in many ... See full document
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On the controllability of fractional functional integro differential systems with an infinite delay in Banach spaces
... nonlocal controllability of an impulsive differential evolu- tion system and the evolution part is not compact by means of Mönch’s fixed point theo- rem via measures of ...the controllability prob- ... See full document
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Existence of Fractional Stochastic Schr¨odinger Evolution Equations with Potential and Optimal Controls
... semilinear fractional stochastic differential and integro-differential equa- tions by using the fractional calculus and the fixed-point tech- ...nonlinear fractional stochastic Schr¨odinger ... See full document
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Study of an Approximation Process of Time Optimal Control for Fractional Evolution Systems in Banach Spaces
... of fractional optimal control problems 18, 22, especially the time optimal control for fractional evolution equations ...time optimal control problems dates back to the 1960s, ... See full document
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Approximate controllability and optimal controls of fractional dynamical systems of order \(1< q<2\) in Banach spaces
... the approximate controllability and optimal controls of fractional dynamical systems of order 1 < q < 2 in Banach ...of fractional dynamical systems governed ... See full document
17
Approximate controllability of some nonlinear systems in Banach spaces
... years, controllability problems for various types of nonlinear fractional dynam- ical systems in infinite dimensional spaces have been considered in many ...and approximate controllabil- ... See full document
13
Approximate controllability of multi-term time-fractional stochastic differential inclusions with nonlocal conditions
... of controllability plays a vital role in the con- trol theory and ...of controllability namely, exact and approximate controllability which are equivalent in finite-dimensional systems ... See full document
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Approximate controllability of fractional impulsive evolution systems involving nonlocal initial conditions
... speaking, controllability enables one to steer the control system from an arbitrary initial state to an arbitrary final state using the set of admissible ...The controllability problem is a mathematical ... See full document
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A study of second order impulsive neutral evolution control systems with an infinite delay
... Banach spaces (Z, k·k), (W, k·k w ), the notation L(Z, W ) stands for the Banach space of bounded linear operators from Z into W and we abbreviate to L(Z) whenever Z = W ... See full document
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A Study of Second Order Impulsive Neutral Evolution Differential Control Systems with an Infinite Delay
... where, A (` u) : D( A (` u)) ⊆ ϑ → X, ` u ∈ J = [0, a] is a closed densely defined operator and f : J → X is an suitable function. Equations of this form have been considered in several papers. We refer the reader to ... See full document
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