Detail publikace
Theory of rapid variation on time scales with applications to dynamic equations
VÍTOVEC, J.
Originální název
Theory of rapid variation on time scales with applications to dynamic equations
Anglický název
Theory of rapid variation on time scales with applications to dynamic equations
Jazyk
en
Originální abstrakt
First, we introduce two definitions of rapid variation on time scales. We will study their properties and then show the relation between them. Second, we establish necessary and sufficient conditions for all positive solutions of the second order half-linear dynamic equations on time scales to be rapidly varying.
Anglický abstrakt
First, we introduce two definitions of rapid variation on time scales. We will study their properties and then show the relation between them. Second, we establish necessary and sufficient conditions for all positive solutions of the second order half-linear dynamic equations on time scales to be rapidly varying.
Dokumenty
BibTex
@article{BUT50519,
author="Jiří {Vítovec}",
title="Theory of rapid variation on time scales with applications to dynamic equations",
annote="First, we introduce two definitions of rapid variation on time scales. We will study their properties and then show the relation between them. Second, we establish necessary and sufficient conditions for all positive solutions of the second order half-linear dynamic equations on time scales to be rapidly varying.",
chapter="50519",
journal="Archivum Mathematicum",
number="4",
volume="46 (2010)",
year="2010",
month="november",
pages="263--284",
type="journal article - other"
}