Publication detail
Existence of a positive solution of discrete equations of (k+1) order
DIBLÍK, J. BAŠTINEC, J.
Original Title
Existence of a positive solution of discrete equations of (k+1) order
English Title
Existence of a positive solution of discrete equations of (k+1) order
Type
conference paper
Language
en
Original Abstract
In the article we are study the existence of the positive solution of discrete equation of (k+1) order. Conditions guaranteeing the existence of positive solutions of this equations are derived for . It is also to study the existence of oscillatoring solutions of the same equation and again are derived condition for the existence of this solution.
English abstract
In the article we are study the existence of the positive solution of discrete equation of (k+1) order. Conditions guaranteeing the existence of positive solutions of this equations are derived for . It is also to study the existence of oscillatoring solutions of the same equation and again are derived condition for the existence of this solution.
Keywords
positive solution, discrete equation, order of discrete equation
RIV year
2013
Released
05.08.2013
Location
Krakow
ISBN
978-83-62652-52-5
Book
ISAAC, 9th congres, Krakow 2013
Pages from
29
Pages to
30
Pages count
2
Documents
BibTex
@inproceedings{BUT100958,
author="Josef {Diblík} and Jaromír {Baštinec}",
title="Existence of a positive solution of discrete equations of (k+1) order",
annote="In the article we are study the existence of the positive solution of discrete equation of (k+1) order. Conditions guaranteeing the existence of positive solutions of this equations are derived for . It is also to study the existence of oscillatoring solutions of the same equation and again are derived condition for the existence of this solution.",
booktitle="ISAAC, 9th congres, Krakow 2013",
chapter="100958",
howpublished="print",
year="2013",
month="august",
pages="29--30",
type="conference paper"
}