Countably Infinitely Many Positive Solutions for Even Order Boundary Value Problems with Sturm-Liouville Type Integral Boundary Conditions on Time Scales

Countably Infinitely Many Positive Solutions for Even Order Boundary Value Problems with Sturm-Liouville Type Integral Boundary Conditions on Time Scales

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In this paper, we establish the existence of countably infinitely many positive solutions for a certain even order two-point boundary value problem with integral boundary conditions on time scales by using Hölder’s inequality and Krasnoselskii’s fixed point theorem for operators on a cone.

Bibliographic Details
Main Authors: K.R. Prasad, MD. Khuddush
Format: Article
Language:English
Published: Etamaths Publishing 2017-11-01
Series:International Journal of Analysis and Applications
Online Access:http://etamaths.com/index.php/ijaa/article/view/1465
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spelling doaj-f0ef0f113de64731b4042e1f651ebe882021-08-26T13:44:38ZengEtamaths PublishingInternational Journal of Analysis and Applications2291-86392017-11-01152198210277Countably Infinitely Many Positive Solutions for Even Order Boundary Value Problems with Sturm-Liouville Type Integral Boundary Conditions on Time ScalesK.R. Prasad0MD. Khuddush1Andhra UniversityAndhra UniversityIn this paper, we establish the existence of countably infinitely many positive solutions for a certain even order two-point boundary value problem with integral boundary conditions on time scales by using Hölder’s inequality and Krasnoselskii’s fixed point theorem for operators on a cone.http://etamaths.com/index.php/ijaa/article/view/1465
collection DOAJ
language English
format Article
sources DOAJ
author K.R. Prasad
MD. Khuddush
spellingShingle K.R. Prasad
MD. Khuddush
Countably Infinitely Many Positive Solutions for Even Order Boundary Value Problems with Sturm-Liouville Type Integral Boundary Conditions on Time Scales
International Journal of Analysis and Applications
author_facet K.R. Prasad
MD. Khuddush
author_sort K.R. Prasad
title Countably Infinitely Many Positive Solutions for Even Order Boundary Value Problems with Sturm-Liouville Type Integral Boundary Conditions on Time Scales
title_short Countably Infinitely Many Positive Solutions for Even Order Boundary Value Problems with Sturm-Liouville Type Integral Boundary Conditions on Time Scales
title_full Countably Infinitely Many Positive Solutions for Even Order Boundary Value Problems with Sturm-Liouville Type Integral Boundary Conditions on Time Scales
title_fullStr Countably Infinitely Many Positive Solutions for Even Order Boundary Value Problems with Sturm-Liouville Type Integral Boundary Conditions on Time Scales
title_full_unstemmed Countably Infinitely Many Positive Solutions for Even Order Boundary Value Problems with Sturm-Liouville Type Integral Boundary Conditions on Time Scales
title_sort countably infinitely many positive solutions for even order boundary value problems with sturm-liouville type integral boundary conditions on time scales
publisher Etamaths Publishing
series International Journal of Analysis and Applications
issn 2291-8639
publishDate 2017-11-01
description In this paper, we establish the existence of countably infinitely many positive solutions for a certain even order two-point boundary value problem with integral boundary conditions on time scales by using Hölder’s inequality and Krasnoselskii’s fixed point theorem for operators on a cone.
url http://etamaths.com/index.php/ijaa/article/view/1465
work_keys_str_mv AT krprasad countablyinfinitelymanypositivesolutionsforevenorderboundaryvalueproblemswithsturmliouvilletypeintegralboundaryconditionsontimescales
AT mdkhuddush countablyinfinitelymanypositivesolutionsforevenorderboundaryvalueproblemswithsturmliouvilletypeintegralboundaryconditionsontimescales
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