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On Exponential Trichotomy of Cocycles over Semiflows
Author(s) -
Larisa Elena Biriş,
Raluca Retezan
Publication year - 2014
Publication title -
analele universităţii din timişoara. seria matematică-informatică/analele universităţii de vest din timişoara. seria matematică-informatică
Language(s) - English
Resource type - Journals
eISSN - 1841-3307
pISSN - 1841-3293
DOI - 10.2478/awutm-2014-0002
Subject(s) - trichotomy (philosophy) , exponential dichotomy , exponential function , mathematics , banach space , pure mathematics , mathematical analysis , epistemology , differential equation , philosophy
The paper considers a concept of exponential trichotomy for cocycles over semiflows in Banach spaces and as a particular case the corresponding dichotomy concept. Our main objective is to give a characterization of exponential trichotomy for a cocycle over a semiflow in terms of exponential dichotomy of two associated cocycles over the same semi ow

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