Mihai Damian – författare

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5 produkter

1. 

   Morse Theory and Floer Homology

   Av Michèle Audin, Mihai Damian

   Häftad, 2013

   1096 kr

   Lägg i varukorg

   This book is an introduction to modern methods of symplectic topology. It is devoted to explaining the solution of an important problem originating from classical mechanics: the 'Arnold conjecture', which asserts that the number of 1-periodic trajectories of a non-degenerate Hamiltonian system is …

2. 

   Morse Theory and Floer Homology

   Av Mihai Damian, Michele Audin

   E-bok, 2013

   1296 kr

   Lägg i varukorg

   This book is an introduction to modern methods of symplectic topology. It is devoted to explaining the solution of an important problem originating from classical mechanics: the ''Arnold conjecture'', which asserts that the number of 1-periodic trajectories of a non-degenerate Hamiltonian system is …

3. 

   Morse Homology with Differential Graded Coefficients

   Av Jean-François Barraud, Mihai Damian m. fl.

   Inbunden, 2025

   1641 kr

   Lägg i varukorg

   The key geometric objects underlying Morse homology are the moduli spaces of connecting gradient trajectories between critical points of a Morse function. The basic question in this context is the following: How much of the topology of the underlying manifold is visible using moduli spaces of …

4. 

   Morse Homology with Differential Graded Coefficients

   Av Alexandru Oancea, Vincent Humiliere m. fl.

   E-bok, 2025

   2111 kr

   Lägg i varukorg

   The key geometric objects underlying Morse homology are the moduli spaces of connecting gradient trajectories between critical points of a Morse function. The basic question in this context is the following: How much of the topology of the underlying manifold is visible using moduli spaces of …

5. 

   Morse Homology with Differential Graded Coefficients

   Av Jean-François Barraud, Mihai Damian m. fl.

   Häftad, 2026

   1641 kr

   Lägg i varukorg

   The key geometric objects underlying Morse homology are the moduli spaces of connecting gradient trajectories between critical points of a Morse function. The basic question in this context is the following: How much of the topology of the underlying manifold is visible using moduli spaces of …