Title of article
Confining a non-negative solution between a lower and upper solution for a sixth-degree boundary value problem
Author/Authors
Bekri ، Zouaoui Laboratory of Fundamental and Applied Mathematics - University of Oran 1 , Fabiano ، Nicola “Vinča” Institute of Nuclear Sciences - National Institute of the Republic of Serbia - University of Belgrade , Samei ، Mohammad Esmael Department of Mathematic - Faculty of Basic Science - Bu-Ali Sina University , Radenović ، Stojan Faculty of Mechanical Engineering - University of Belgrade
From page
547
To page
562
Abstract
Introduction/purpose: The aim of the paper is to prove the existence of solutions for a special case of the sixth-order boundary value problem. Methods: The Leray-Schauder fixed point theorem is used in order to determine lower and upper bound solutions. Results: Lower and upper bound solutions have been found. Conclusions: The sixth-order boundary value problem admits solutions.
Keywords
Leray , Schauder nonlinear alternative , Green s function , fixed point theorem , lower and upper solutions , boundary value problem
Journal title
Military Technical Courier
Journal title
Military Technical Courier
Record number
2773283
Link To Document