Library science

Quantum mechanics

Control (management)

Philosophy

Network topology

Markov model

Statistics

Markov process

Applied mathematics

Markov chain

Operating system

Computer science

Mathematical optimization

Statistical physics

Physics

Mathematics

Epistemology

Synchronization (alternating current)

Artificial intelligence

Jump

Combinatorics

Markov property

Dynamical systems theory

Topology (electrical circuits)

Subject (documents)

Control theory (sociology)

Property (philosophy)

Applied Mathematics and Computation

In the work, we address the problem of generalized dissipativity-based synchronization for complex dynamical networks subject to semi-Markov jump topology under the network environment, where the switching among different topologies is triggered by a semi-Markov process. The main idea is to determine a novel sampled-data controller such that the synchronization error system is stochastically stable. Via some available integral inequalities and stochastic analysis theory, some sufficient conditions for the solvability of the addressed problem are established. The serviceability of the presented design scheme is finally verified by a specific numerical example.

Sampled-data synchronization of semi-Markov jump complex dynamical networks subject to generalized dissipativity property