Let $\Lambda$ be a spin Legendrian submanifold of the 1-jet space of a smooth manifold. We prove that the Legendrian contact homology of $\Lambda$ with integer coefficients can be computed using Morse flow trees.
- Pub Date:
- January 2016
- Mathematics - Symplectic Geometry;
- 91 pages, lots of figures. More detailed explanations of how the formulas in Section 6.4 are derived, together with some corrections. Corrected a mistake in how to interpret the orientation of the space of conformal automorphisms (Section 4, eqn 4.6 and Section 6.4.F, case f0). Some changes in Section 7, due to the already mentioned changes