Publication detail
Asymptotic estimation of the convergence of solutions of the equation dx(t)/dt=b(t)x(t-T(t))
DIBLÍK, J. KHUSAINOV, D.
Original Title
Asymptotic estimation of the convergence of solutions of the equation dx(t)/dt=b(t)x(t-T(t))
English Title
Asymptotic estimation of the convergence of solutions of the equation dx(t)/dt=b(t)x(t-T(t))
Type
journal article - other
Language
en
Original Abstract
Asymptotic estimation of the convergence of solutions of the equation dx(t)/dt=b(t)x(t-T(t)) is considered. Nontrivial illustrative example is given.
English abstract
Asymptotic estimation of the convergence of solutions of the equation dx(t)/dt=b(t)x(t-T(t)) is considered. Nontrivial illustrative example is given.
Keywords
Asymptotic estimation, convergence of solution, delayed equation
RIV year
2002
Released
01.01.2002
ISBN
0044-8753
Periodical
ARCHIVUM MATHEMATICUM
Year of study
37(2001)
Number
5
State
CZ
Pages from
279
Pages to
287
Pages count
9
Documents
BibTex
@article{BUT40606,
author="Josef {Diblík} and Denys {Khusainov}",
title="Asymptotic estimation of the convergence of solutions of the equation dx(t)/dt=b(t)x(t-T(t))",
annote="Asymptotic estimation of the convergence of solutions of the equation dx(t)/dt=b(t)x(t-T(t)) is considered. Nontrivial illustrative example is given.",
chapter="40606",
journal="ARCHIVUM MATHEMATICUM",
number="5",
volume="37(2001)",
year="2002",
month="january",
pages="279",
type="journal article - other"
}