Theoretical and Numerical Aspects of a Third-order Three-point Nonhomogeneous Boundary Value Problem
A. L. M. MARTINEZ;M. R. A. FERREIRA;E. V. CASTELANI
Description
ABSTRACT In this paper we are considering a third-order three-point equation with nonhomogeneous conditions in the boundary. Using Krasnoselskii’s Theorem and Leray-Schauder Alternative we provide existence results of positive solutions for this problem. Nontrivials examples are given and a numerical method is introduced.
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Publication Details
DOI
Publisher
SciELO journals
Subfield
Applied Mathematics
Field
Mathematics
Domain
Physical Sciences
Confidence Score
99%
Source
Open Alex
Keywords
Applied Computer Science10299 Applied Mathematics not elsewhere classifiedFOS: Mathematics