Vai al contenuto principale della pagina
Autore: |
Shen Hao
![]() |
Titolo: |
Singularly Perturbed Jump Systems : Stability, Synchronization and Control
![]() |
Pubblicazione: | Singapore : , : Springer Singapore Pte. Limited, , 2024 |
©2024 | |
Edizione: | 1st ed. |
Descrizione fisica: | 1 online resource (250 pages) |
Altri autori: |
ParkJu H
![]() ![]() ![]() |
Nota di contenuto: | Intro -- Acknowledgements -- Contents -- Symbols -- 1 Introduction and Preview -- 1.1 Motivation and Background -- 1.2 Mathematical Descriptions and Basic Concepts -- 1.2.1 Continuous-Time Singularly Perturbed Jump Systems -- 1.2.2 Discrete-Time Singularly Perturbed Jump Systems -- 1.2.3 Lemmas -- 1.3 Literature Review -- 1.3.1 Stability and Stabilization -- 1.3.2 Robust Control -- 1.3.3 Filtering, State Estimation and Synchronization -- 1.4 Organization of the Book -- Part I Markov Jump Singularly Perturbed Systems -- 2 Stochastic Stability Analysis and Stabilization -- 2.1 Problem Formulation -- 2.2 Stochastic Stability Analysis -- 2.2.1 Complete Probability Information Case -- 2.2.2 Partial Probability Information Case -- 2.2.3 General Probability Information Case -- 2.3 Stabilization -- 2.3.1 Complete Probability Information Case -- 2.3.2 Partial Probability Information Case -- 2.3.3 General Probability Information Case -- 2.4 Numerical Examples -- 2.5 Summary -- 3 Control of Linear Systems Case -- 3.1 Problem Formulation -- 3.2 upper H Subscript normal infinityHinfty Control -- 3.2.1 Complete Probability Information Case -- 3.2.2 Partial Probability Information Case -- 3.2.3 General Probability Information Case -- 3.3 Numerical Example -- 3.4 Summary -- 4 Control of Nonlinear Systems Case -- 4.1 Problem Formulation -- 4.2 Robust Control -- 4.2.1 Nonfragile upper H Subscript normal infinityHinfty Control -- 4.2.2 Nonfragile Passive Control -- 4.2.3 upper H Subscript normal infinityHinfty Fault-Tolerant Control -- 4.3 Numerical Examples -- 4.4 Summary -- 5 Synchronization of Complex Networks Case -- 5.1 Problem Formulation -- 5.2 upper H Subscript normal infinityHinfty Synchronization -- 5.3 A Numerical Example -- 5.4 Summary -- Part II Semi-Markov Jump Singularly Perturbed Systems -- 6 Stabilization of Linear Systems Case. |
6.1 Problem Formulation -- 6.2 Stabilization -- 6.2.1 Complete Probability Information Case -- 6.2.2 Partial Probability Information Case -- 6.3 Numerical Examples -- 6.4 Summary -- 7 Stabilization of Nonlinear Systems Case -- 7.1 Problem Formulation -- 7.2 Stabilization -- 7.2.1 Complete Probability Information Case -- 7.2.2 Partial Probability Information -- 7.3 Numerical Examples -- 7.4 Summary -- 8 upper H Subscript normal infinityHinfty Synchronization of Complex Networks Case -- 8.1 Problem Formulation -- 8.2 upper H Subscript normal infinityHinfty Synchronization -- 8.3 Numerical Example -- 8.4 Summary -- Part III Hidden Markov Jump Singularly Perturbed Systems -- 9 HSubscript normal infinityinfty Control of Linear Systems Case -- 9.1 Problem Formulation -- 9.2 upper H Subscript normal infinityHinfty Control -- 9.2.1 Complete Probability Information Case -- 9.2.2 Partial Probability Information Case -- 9.2.3 General Probability Information Case -- 9.3 A Numerical Example -- 9.4 Summary -- 10 HSubscript normal infinityinfty Control of Nonlinear Systems Case -- 10.1 Problem Formulation -- 10.2 upper H Subscript normal infinityHinfty Control -- 10.2.1 Complete Probability Information Case -- 10.2.2 Partial Probability Information Case -- 10.2.3 General Probability Information Case -- 10.3 Numerical Examples -- 10.4 Summary -- 11 Finite-Time Control Case -- 11.1 Problem Formulation -- 11.2 Finite-Time Control -- 11.2.1 Complete Probability Information Case -- 11.2.2 Partial Probability Information Case -- 11.2.3 General Probability Information Case -- 11.3 Numerical Example -- 11.4 Summary -- Appendix References. | |
Titolo autorizzato: | Singularly Perturbed Jump Systems ![]() |
ISBN: | 981-9701-98-8 |
Formato: | Materiale a stampa ![]() |
Livello bibliografico | Monografia |
Lingua di pubblicazione: | Inglese |
Record Nr.: | 9910865256103321 |
Lo trovi qui: | Univ. Federico II |
Opac: | Controlla la disponibilità qui |