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Nodal characterization of bifurcating branches in \(L^ p(\mathbb{R}{})\) for a semilinear equation - MaRDI portal

Nodal characterization of bifurcating branches in \(L^ p(\mathbb{R}{})\) for a semilinear equation (Q1194504)

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scientific article; zbMATH DE number 64476
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English
Nodal characterization of bifurcating branches in \(L^ p(\mathbb{R}{})\) for a semilinear equation
scientific article; zbMATH DE number 64476

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    Nodal characterization of bifurcating branches in \(L^ p(\mathbb{R}{})\) for a semilinear equation (English)
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    27 September 1992
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    The author considers a nonlinear eigenvalue problem (semilinear) for a class of second order differential equation on the real axis.
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    semilinear
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    nonlinear eigenvalue problem
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    second order differential equation
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