Existence of three positive pseudo-symmetric solutions for a one dimensional p-Laplacian

By Richard Avery, J. Henderson. 2003

107 citations recorded by the source corpus.

Abstract We apply the Five Functionals Fixed Point Theorem to verify the existence of at least three positive pseudo-symmetric solutions for the three point boundary value problem, ( g ( u ′))′+ a ( t ) f ( u )=0, u (0)=0, and u ( ν )= u (1), where g ( v )=| v | p −2 v , with p >1 and ν ∈(0,1).

Subfields: Applied Mathematics, Mathematical Physics

View Paper: https://www.semanticscholar.org/paper/5e95c210c195182391cc766ab0c18c56400a9bed

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In Applied Mathematics

1. Weigao Ge
2. Hairong Lian
3. Huihui Pang

In Mathematical Physics

1. Weigao Ge

Citations in the corpus

• Triple positive solutions for boundary value problems on infinite intervals (2007, background): “Especially, the existence of triple positive solutions attracts much attention [2–8].”