We consider a family of tight contact forms on the three-dimensional torus and we compute the relative Contact Homology by using the variational theory of critical points at infinity. We will also show local stability.
Ali Maalaoui, Vittorio Martino (2014). Homology computation for a class of contact structures on T^3. CALCULUS OF VARIATIONS AND PARTIAL DIFFERENTIAL EQUATIONS, 50, 599-614 [10.1007/s00526-013-0648-y].
Homology computation for a class of contact structures on T^3
MARTINO, VITTORIO
2014
Abstract
We consider a family of tight contact forms on the three-dimensional torus and we compute the relative Contact Homology by using the variational theory of critical points at infinity. We will also show local stability.File in questo prodotto:
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