Positive solutions of a doubly nonlocal boundary value problem

In this note we use earlier results of the author on perturbed Hammerstein integral equations with sigularities to prove the existence of multiple positive solutions of a nonlocal boundary value problem. The boundary value problem is nonlocal in the equation and also in the boundary conditions. The approach relies on classical fixed point index theory.

Positive solutions of a doubly nonlocal boundary value problem / Infante, Gennaro. - In: COMMUNICATIONS IN APPLIED ANALYSIS. - ISSN 1083-2564. - 18(2014), pp. 147-154.



Titolo: Positive solutions of a doubly nonlocal boundary value problem
Autori: 
INFANTE, Gennaro (Corresponding)
Data di pubblicazione: 2014
Rivista: 
COMMUNICATIONS IN APPLIED ANALYSIS  
Citazione: Positive solutions of a doubly nonlocal boundary value problem / Infante, Gennaro. - In: COMMUNICATIONS IN APPLIED ANALYSIS. - ISSN 1083-2564. - 18(2014), pp. 147-154.
Handle: http://hdl.handle.net/20.500.11770/139097
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