global bifurcation for second-order neumann problem with a set-valued term
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ID: 202758
2009
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Abstract
We study the global bifurcation of the differential inclusion of the form −(ku′)′+g(⋅,u)∈μF(⋅,u), u′(0)=0=u′(1), where F is a “set-valued representation” of a function with jump discontinuities along the line segment [0,1]×{0}. The proof relies on a Sturm-Liouville version of Rabinowitz's bifurcation theorem and an approximation procedure.
| Reference Key |
ma2009internationalglobal
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|---|---|
| Authors | ;Ruyun Ma;Jiemei Li |
| Journal | Biological reviews of the Cambridge Philosophical Society |
| Year | 2009 |
| DOI |
10.1155/2009/373851
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| URL | |
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