## Topological Methods in Nonlinear Analysis, Volume 20 |

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### Contents

TABLE OF CONTENTS | 1 |

J Aarao and M Martelli | 15 |

Configuration Spaces on Punctured Manifolds | 25 |

Copyright | |

8 other sections not shown

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achieved domain apply assume assumption attractor Banach space bifurcation bounded calculus of variations Center for Nonlinear Center Volume 20 compact compute consider constant continuous converges convex set Definition denote Differential Equations Dirichlet Dirichlet problem E-mail address eigenvalues elliptic equivariant equivariant degree Euler-Lagrange equations exceptional family exists family of elements finite fixed point given Hence homotopy hyperbolic fixed point implies invariant Juliusz Schauder Juliusz Schauder Center Lefschetz Lemma linear Lipschitz lower semicontinuous manifold Math Mathematics Subject Classification Moreover morphism neighbourhood Nonlinear Anal Nonlinear Studies obtain open subset orbit types perturbation proof of Theorem properties Proposition prove reaction-diffusion equations real number resp respect result satisfies condition Schauder Center Volume Section sequence Sobolev subgroups subspace Suppose Theorem 1.1 theory TMNA topological unbounded variational inequalities variational principle vector field weakly zero