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Morse Homology: Orientation of the Moduli Space of Gradient Flow Lines, Coherence and Applications by Giroux, Mathieu is a scholarly article available to read on EtoBox.

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In this paper, we shall compute the chain complex and the corresponding homology of some Morse function $f$ over integer coefficients. The definition of the correct boundary operator requires a careful construction of moduli space of (pseudo)gradient flow lines orientations. We will then apply this construction in the computation of these homology groups on 4-manifolds.

Author

Giroux, Mathieu

Published

2020

Language

EN