Publication result detail

The estimates of convergence of linear systems solutions with aftereffect in the neighborhood of point of the rest

NOVOTNÁ, V.; PŮŽA, B.; KHUSAINOV, D.;GARKUSHA, N.

Original Title

The estimates of convergence of linear systems solutions with aftereffect in the neighborhood of point of the rest

English Title

The estimates of convergence of linear systems solutions with aftereffect in the neighborhood of point of the rest

Type

Peer-reviewed article not indexed in WoS or Scopus

Original Abstract

The estimates of convergence of linear systems solutions with aftereffect in the neighborhood of point of the rest

English abstract

The estimates of convergence of linear systems solutions with aftereffect in the neighborhood of point of the rest

Keywords

mathematical model, dynamic system, differential equation, delay

Key words in English

mathematical model, dynamic system, differential equation, delay

Authors

NOVOTNÁ, V.; PŮŽA, B.; KHUSAINOV, D.;GARKUSHA, N.

RIV year

2018

Released

30.12.2016

Publisher

Taras Shevchenko National University of Kyiv

Location

Kyiv

ISBN

1812-5409

Periodical

Bulletin Kiev University, series: physics and Mathematics

Volume

2016

Number

2

State

Ukraine

Pages from

141

Pages to

146

Pages count

6

BibTex

@article{BUT140565,
  author="NOVOTNÁ, V. and PŮŽA, B. and KHUSAINOV, D. and GARKUSHA, N.",
  title="The estimates of convergence of linear systems solutions with aftereffect in the neighborhood of point of the rest",
  journal="Bulletin Kiev University, series: physics and Mathematics",
  year="2016",
  volume="2016",
  number="2",
  pages="141--146",
  issn="1812-5409"
}