Detail publikace
Asymptotic upper and lower estimates of solutions of a class of discrete linear equations with a single delay
DIBLÍK, J. HLAVIČKOVÁ, I.
Originální název
Asymptotic upper and lower estimates of solutions of a class of discrete linear equations with a single delay
Anglický název
Asymptotic upper and lower estimates of solutions of a class of discrete linear equations with a single delay
Jazyk
en
Originální abstrakt
The class of delayed linear difference equations of the form v(n+1)-v(n)=-p(n)v(n-k) is studied. We show that if the coefficient p(n) is bounded by certain functions, then there exists a positive vanishing solution of the considered equation and we find the upper and the lower bound for this solution.
Anglický abstrakt
The class of delayed linear difference equations of the form v(n+1)-v(n)=-p(n)v(n-k) is studied. We show that if the coefficient p(n) is bounded by certain functions, then there exists a positive vanishing solution of the considered equation and we find the upper and the lower bound for this solution.
Dokumenty
BibTex
@misc{BUT92794,
author="Josef {Diblík} and Irena {Hlavičková}",
title="Asymptotic upper and lower estimates of solutions of a class of discrete linear equations with a single delay",
annote="The class of delayed linear difference equations of the form v(n+1)-v(n)=-p(n)v(n-k) is studied. We show that if the coefficient p(n) is bounded by certain functions, then there exists a positive vanishing solution of the considered equation and we find the upper and the lower bound for this solution.",
address="University of Žilina",
booktitle="Abstracts CDDEA 2012",
chapter="92794",
institution="University of Žilina",
year="2012",
month="june",
pages="14--15",
publisher="University of Žilina",
type="abstract"
}