Publication detail
Power asymptotics of solutions to the discrete Emden-Fowler type Equation
KOROBKO, E. DIBLÍK, J.
Original Title
Power asymptotics of solutions to the discrete Emden-Fowler type Equation
English Title
Power asymptotics of solutions to the discrete Emden-Fowler type Equation
Type
conference paper
Language
en
Original Abstract
The paper discusses the existence of solutions to the Emden-Fowler type difference equation with a power asymptotics. To prove the result, the given equation is transformed into an equivalent system of difference equations. Then a result on the existence of solutions with graphs remaining in a previously given domain, is applied.
English abstract
The paper discusses the existence of solutions to the Emden-Fowler type difference equation with a power asymptotics. To prove the result, the given equation is transformed into an equivalent system of difference equations. Then a result on the existence of solutions with graphs remaining in a previously given domain, is applied.
Keywords
difference equation; Emden-Fowler type equation; power asymptotics; equivalent system
Released
16.06.2020
ISBN
978-80-7582-307-6
Book
Matematika, Informační technologie a aplikované vědy (MITAV 2020)
Pages from
1
Pages to
10
Pages count
10
Documents
BibTex
@inproceedings{BUT164368,
author="Evgeniya {Korobko} and Josef {Diblík}",
title="Power asymptotics of solutions to the discrete Emden-Fowler type Equation",
annote="The paper discusses the existence of solutions to the Emden-Fowler type difference equation with a power asymptotics. To prove the result, the given equation is transformed into an equivalent system of difference equations. Then a result on the existence of solutions with graphs remaining in a previously given domain, is applied.",
booktitle="Matematika, Informační technologie a aplikované vědy (MITAV 2020)",
chapter="164368",
howpublished="electronic, physical medium",
year="2020",
month="june",
pages="1--10",
type="conference paper"
}