Publication detail

Positive solutions of a differential equation \dot y(t)=-c(t)y(t-\tau(t,y(t)))

DIBLÍK, J. VÁŽANOVÁ, G.

Original Title

Positive solutions of a differential equation \dot y(t)=-c(t)y(t-\tau(t,y(t)))

English Title

Positive solutions of a differential equation \dot y(t)=-c(t)y(t-\tau(t,y(t)))

Type

abstract

Language

en

Original Abstract

Existence of positive solutions of a differential equation \dot y(t)=-c(t)y(t-\tau(t,y(t))), where the "delay" depends on state variable, is discussed.

English abstract

Existence of positive solutions of a differential equation \dot y(t)=-c(t)y(t-\tau(t,y(t))), where the "delay" depends on state variable, is discussed.

Keywords

Positive solution; delay; state dependence

Released

26.06.2017

Publisher

Publishing House of Poznan University of Technology

Location

Poznan

ISBN

978-83-7775-466-5

Book

Abstracts CDDEA 2017

Edition number

1

Pages from

17

Pages to

17

Pages count

1

Documents

BibTex


@misc{BUT137608,
  author="Josef {Diblík} and Gabriela {Vážanová}",
  title="Positive solutions of a differential equation \dot y(t)=-c(t)y(t-\tau(t,y(t)))",
  annote="Existence of positive solutions of a differential equation \dot y(t)=-c(t)y(t-\tau(t,y(t))), where the "delay" depends on state variable, is discussed.",
  address="Publishing House of Poznan University of Technology",
  booktitle="Abstracts CDDEA 2017",
  chapter="137608",
  howpublished="print",
  institution="Publishing House of Poznan University of Technology",
  year="2017",
  month="june",
  pages="17--17",
  publisher="Publishing House of Poznan University of Technology",
  type="abstract"
}