Search Results - "Hein, Doris"

The Arnold conjecture for Clifford symplectic pencils by Ginzburg, Viktor L., Hein, Doris

“…We establish a version of the Arnold conjecture, both the degenerate and non-degenerate cases, for target manifolds equipped with Clifford pencils of…”
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Transversality for local Morse homology with symmetries and applications by Hein, Doris, Hryniewicz, Umberto, Macarini, Leonardo

“…We prove the transversality result necessary for defining local Morse chain complexes with finite cyclic group symmetry. Our arguments use special regularized…”
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The Conley conjecture for the cotangent bundle by Hein, Doris

“…We prove the Conley conjecture for cotangent bundles of oriented, closed manifolds, and Hamiltonians which are quadratic at infinity, i.e., we show that such…”
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Closed Reeb orbits on the sphere and symplectically degenerate maxima by Ginzburg, Viktor L., Hein, Doris, Hryniewicz, Umberto L., Macarini, Leonardo

“…We show that the existence of one simple closed Reeb orbit of a particular type (a symplectically degenerate maximum) forces the Reeb flow to have infinitely…”
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Variations on the theme of the Conley conjecture by Hein, Doris

“…We prove a generalization of the Conley conjecture: Every Hamiltonian diffeomorphism of a closed symplectic manifold has infinitely many periodic orbits if the…”
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Cuplength estimates in Morse cohomology by Albers, Peter, Hein, Doris

“…Journal of Topology and Analysis, (2016), 243 - 272 The main goal of this paper is to give a unified treatment to many known cuplength estimates. As the base…”
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Periodic Reeb orbits on prequantization bundles by Albers, Peter, Gutt, Jean, Hein, Doris

“…Journal of Modern Dynamics (2018), 123 - 150 In this paper, we prove that every graphical hypersurface in a prequantization bundle over a symplectic manifold…”
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The Conley conjecture for the cotangent bundle by Hein, Doris

“…Archiv d. Math, 96 (2011), 85-100 We prove the Conley conjecture for cotangent bundles of oriented, closed manifolds, and Hamiltonians which are quadratic at…”
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Transversality for local Morse homology with symmetries and applications by Hein, Doris, Hryniewicz, Umberto L, Macarini, Leonardo

“…We prove the transversality result necessary for defining local Morse chain complexes with finite cyclic group symmetry. Our arguments use special regularized…”
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The Conley conjecture for irrational symplectic manifolds by Hein, Doris

“…J. Sympl. Geom., 10 (2012), 183-202 We prove a generalization of the Conley conjecture: Every Hamiltonian diffeomorphism of a closed symplectic manifold has…”
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Arnold Conjecture for Clifford Symplectic Pencils by Ginzburg, Viktor L, Hein, Doris

“…Israel J. Math, (2012) We establish a version of the Arnold conjecture, both the degenerate and non-degenerate case, for target manifolds equipped with…”
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Hyperk\"ahler Arnold Conjecture and its Generalizations by Ginzburg, Viktor L, Hein, Doris

“…Int. J. Math, 23 (2012), 1250077 We generalize and refine the hyperk\"ahler Arnold conjecture, which was originally established, in the non-degenerate case,…”
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Closed Reeb orbits on the sphere and symplectically degenerate maxima by Ginzburg, Viktor L, Hein, Doris, Hryniewicz, Umberto L, Macarini, Leonardo

“…We show that the existence of one simple closed Reeb orbit of a particular type (a symplectically degenerate maximum) forces the Reeb flow to have infinitely…”
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A study of the relationship of physical fitness ability to the intelligence of selected seventh grade girls by Hein, Wilma Doris

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