EXPONENTIAL DICHOTOMY OF DISCRETE TIME LINEAR SYSTEMS WITH MARKOVIAN JUMPS AND INDEPENDENT RANDOM PERTURBATIONS

EXPONENTIAL DICHOTOMY OF DISCRETE TIME LINEAR SYSTEMS WITH MARKOVIAN JUMPS AND INDEPENDENT RANDOM PERTURBATIONS

This paper discuses exponential dichotomy problems for a class of discrete-time systems affected by both Markovian jumps and independent random perturbations. Exponential dichotomy is a type of conditional stability which involves the decomposition of the state space of the system into stable and...

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Bibliographic Details
Main Authors: Viorica Mariela UNGUREANU, Carmen Iuliana BĂRBĂCIORU
Format: Article
Language:English
Published: Academica Brancusi 2022-05-01
Series:Fiabilitate şi Durabilitate
Subjects:
discrete time systems
exponential dichotomy
markov jumps
independent random perturbations.
Online Access:https://www.utgjiu.ro/rev_mec/mecanica/pdf/2022-01/10_Viorica%20Mariela%20UNGUREANU,%20Carmen%20Iuliana%20B%C4%82RB%C4%82CIORU%20-%20%20EXPONENTIAL%20DICHOTOMY%20OF%20DISCRETE%20TIME%20LINEAR%20SYSTEMS%20WITH%20MARKOVIAN%20JUMPS%20AND%20INDEPENDENT%20RANDOM%20PERTURBATIONS.pdf
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