Controllability of fractional damped dynamical systems
In this paper, we study the controllability of linear and nonlinear fractional damped
dynamical systems, which involve fractional Caputo derivatives, with different order in finite …
dynamical systems, which involve fractional Caputo derivatives, with different order in finite …
Relative controllability of a stochastic system using fractional delayed sine and cosine matrices
JR Wang, T Sathiyaraj, D O'Regan - Nonlinear Analysis: Modelling …, 2021 - zurnalai.vu.lt
In this paper, we study the relative controllability of a fractional stochastic system with pure
delay in finite dimensional stochastic spaces. A set of sufficient conditions is obtained for …
delay in finite dimensional stochastic spaces. A set of sufficient conditions is obtained for …
Controllability of stochastic nonlinear oscillating delay systems driven by the Rosenblatt distribution
T Sathiyaraj, JR Wang, D O'Regan - Proceedings of the Royal …, 2021 - cambridge.org
In this paper, we study the controllability of second-order nonlinear stochastic delay systems
driven by the Rosenblatt distributions in finite dimensional spaces. A set of sufficient …
driven by the Rosenblatt distributions in finite dimensional spaces. A set of sufficient …
Controllability and Hyers–Ulam stability of differential systems with pure delay
AM Elshenhab, X Wang - Mathematics, 2022 - mdpi.com
Dynamic systems of linear and nonlinear differential equations with pure delay are
considered in this study. As an application, the representation of solutions of these systems …
considered in this study. As an application, the representation of solutions of these systems …
New algorithms for computing the matrix sine and cosine separately or simultaneously
Several existing algorithms for computing the matrix cosine employ polynomial or rational
approximations combined with scaling and use of a double angle formula. Their derivations …
approximations combined with scaling and use of a double angle formula. Their derivations …
Controllability and Hyers–Ulam stability of fractional systems with pure delay
Linear and nonlinear fractional-delay systems are studied. As an application, we derive the
controllability and Hyers–Ulam stability results using the representation of solutions of these …
controllability and Hyers–Ulam stability results using the representation of solutions of these …
Controllability of nonlinear higher order fractional dynamical systems
Controllability of nonlinear higher order fractional dynamical systems | SpringerLink Skip to main
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A New Framework on Controllability of the Second-order Multi-agent Systems Under Fixed and Switching Topologies
H Long, Y Si - IEEE Transactions on Control of Network …, 2024 - ieeexplore.ieee.org
This paper presents a new framework on controllability of the second-order multi-agent
systems under fixed and switching topologies. With neighbor-based protocol adopted, the …
systems under fixed and switching topologies. With neighbor-based protocol adopted, the …
Numerical controllability of fractional dynamical systems
In this paper, we provide a computational procedure for controlled state and steering control
for linear and nonlinear fractional dynamical systems of order 1< α≤ 2 in finite-dimensional …
for linear and nonlinear fractional dynamical systems of order 1< α≤ 2 in finite-dimensional …
Controllability of fractional stochastic delay systems driven by the Rosenblatt process
In this work, we consider linear and nonlinear fractional stochastic delay systems driven by
the Rosenblatt process. With the aid of the delayed Mittag-Leffler matrix functions and the …
the Rosenblatt process. With the aid of the delayed Mittag-Leffler matrix functions and the …