We further study the symplectic Khovanov homology of Seidel and Smith and its
generalization to even tangles. This homology theory is a conjectural geometric model for …

1.1 Background The topic of this thesis lies at the intersection of low dimensional topology,
representation theory and symplectic geometry. Symplectic geometry studies phase spaces …

We further study the symplectic Khovanov homology of Seidel and Smith and its
generalization to even tangles. This homology theory is a conjectural geometric model for …

We further study the symplectic Khovanov homology of Seidel and Smith and its
generalization to even tangles. This homology theory is a conjectural geometric model for …

We further study the Seidel-Smith invariant of links and tangle. We associate
homomorphisms to elementary cobordisms between tangles and equip the invariant …

This paper is an addendum to [7] and its purpose is to prove some natural properties of the
tangle invariant discussed therein. The tangle invariant is a generalization of the link …

1.1 Background The topic of this thesis lies at the intersection of low dimensional topology,
representation theory and symplectic geometry. Symplectic geometry studies phase spaces …