Detail publikace
Stability properties of a discretized neutral delay differential equation
HRABALOVÁ, J.
Český název
Stability properties of a discretized neutral delay differential equation
Anglický název
Stability properties of a discretized neutral delay differential equation
Typ
článek v časopise - ostatní, Jost
Jazyk
en
Originální abstrakt
The paper discusses the asymptotic stability region of a discretization of a linear neutral delay differential equation $${x'}(t) = a x(t-\tau) + b {x'}(t-\tau).$$ We present necessary and sufficient conditions specifying this region and describe some of its properties.
Český abstrakt
The paper discusses the asymptotic stability region of a discretization of a linear neutral delay differential equation $${x'}(t) = a x(t-\tau) + b {x'}(t-\tau).$$ We present necessary and sufficient conditions specifying this region and describe some of its properties.
Anglický abstrakt
The paper discusses the asymptotic stability region of a discretization of a linear neutral delay differential equation $${x'}(t) = a x(t-\tau) + b {x'}(t-\tau).$$ We present necessary and sufficient conditions specifying this region and describe some of its properties.
Klíčová slova česky
delay differential and difference equation, neutral type, asymptotic stability, the Euler method
Klíčová slova anglicky
delay differential and difference equation, neutral type, asymptotic stability, the Euler method
Rok RIV
2013
Vydáno
29.05.2013
ISSN
1210-3195
Ročník
2013
Číslo
54
Strany od–do
83–92
Počet stran
10
BIBTEX
@article{BUT99140,
author="Jana {Dražková},
title="Stability properties of a discretized neutral delay differential equation",
year="2013",
volume="2013",
number="54",
month="May",
pages="83--92",
issn="1210-3195"
}