Publication detail
Asymptotic behavior of solutions of delayed difference equations
DIBLÍK, J. HLAVIČKOVÁ, I.
Original Title
Asymptotic behavior of solutions of delayed difference equations
English Title
Asymptotic behavior of solutions of delayed difference equations
Type
journal article - other
Language
en
Original Abstract
This contribution is devoted to the investigation of the asymptotic behavior of delayed difference equations with an integer delay. We prove that under appropriate conditions there exists at least one solution with its graph staying in a prescribed domain. This is achieved by the application of a more general theorem which deals with systems of first-order difference equations.
English abstract
This contribution is devoted to the investigation of the asymptotic behavior of delayed difference equations with an integer delay. We prove that under appropriate conditions there exists at least one solution with its graph staying in a prescribed domain. This is achieved by the application of a more general theorem which deals with systems of first-order difference equations.
Keywords
delayed difference equation, asymptotic behavior, Liapunov, retract
RIV year
2011
Released
15.07.2011
ISBN
1085-3375
Periodical
Abstract and Applied Analysis
Year of study
2011
Number
Article ID 67196
State
US
Pages from
1
Pages to
24
Pages count
24
Documents
BibTex
@article{BUT72579,
author="Josef {Diblík} and Irena {Hlavičková}",
title="Asymptotic behavior of solutions of delayed difference equations",
annote="This contribution is devoted to the investigation of the asymptotic behavior of delayed difference equations with an integer delay. We prove that under appropriate conditions there exists at least one solution with its graph staying in a prescribed domain. This is achieved by the application of a more general theorem which deals with systems of first-order difference equations.",
chapter="72579",
number="Article ID 67196",
volume="2011",
year="2011",
month="july",
pages="1--24",
type="journal article - other"
}