Morse theory indomitable
Raoul Bott (1988)
Publications Mathématiques de l'IHÉS
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Displaying similar documents to “Morse theory on singular spaces and Lefschetz theorems”
Morse theory indomitable
On the Morse Complex.
Xiao-Wei Peng (1984)
Mathematische Zeitschrift
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The number of critical points in Morse approximations
Henry King (1977)
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The computation of the index of a Morse function at a critical point.
Sakkalis, Takis (1988)
International Journal of Mathematics and Mathematical Sciences
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Morse-Smale characteristic in circle-valued Morse theory.
Andrica, Dorin, Mangra, Dana (2010)
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A Morse index for geodesics in static Lorentz manifolds.
Vieri Benci, Antonio Masiello (1992)
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Perfect Morse functions and some applications.
Andrica, Dorin, Aldea, Mihaela (2004)
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On foundations of the Conley index theory
Roman Srzednicki (1999)
Banach Center Publications
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The Conley index theory was introduced by Charles C. Conley (1933-1984) in [C1] and a major part of the foundations of the theory was developed in Ph. D. theses of his students, see for example [Ch, Ku, Mon]. The Conley index associates the homotopy type of some pointed space to an isolated invariant set of a flow, just as the fixed point index associates an integer number to an isolated set of fixed points of a continuous map. Examples of isolated invariant sets arise naturally in the...
Multiple positive solutions for a p-Laplace critical problem (p >1), via Morse theory
Vannella, Giuseppina
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On closed 4-manifolds admitting a Morse function with 4 critical points
Wenxue Huang (1996)
Czechoslovak Mathematical Journal
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