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Titlebook: Topological Nonlinear Analysis; Degree, Singularity, Michele Matzeu,Alfonso Vignoli Book 1995 Birkhäuser Boston 1995 Eigenvalue.bifurcation

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https://doi.org/10.1007/978-1-4612-2570-6Eigenvalue; bifurcation; convergence; dynamical systems; hamiltonian system; manifold; singularity; stabili
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Topological Bifurcation,parameters will be reviewed, with “necessary” and sufficient conditions for bifurcation, both local and global, and the structure of the bifurcation set will be studied. The case of equivariant bifurcation will be considered, with a special application to the case of abelian groups.
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978-1-4612-7584-8Birkhäuser Boston 1995
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Positivity of Maps and Applications,and try to limit the intersection with Nussbaum’s survey [38]. We emphasize results which depend upon fixed point arguments. We also, at times, discuss applications to ordinary and partial differential equations. We do not discuss applications to delay equations. These are important but they tend to
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Critical Point Theory and Applications to Differential Equations: A Survey,urred during the past 20–25 years. This is too broad a theme for a single survey and we will focus on three particular areas. First we will examine contributions to the minimax approach to critical point theory. In particular the Mountain Pass Theorem, the Saddle Point Theorem, and variants thereupo
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