… theory is a conjectural geometric model for Khovanov homology. In this paper we uncover
structures on symplectic Khovanov homology which have analogues in Khovanov homology. …

… The theory of pseudo-holomorphic quilts due to Mau, Wehrheim, and Woodward [32,56] …
We have avoided using quilt theory because we would need to discuss the behaviour of the …

… a spectral sequences from Khovanov homology to symplectic Khovanov homology. Also when
a 3-… These maps are given by the count of pseudoholomorphic quilts. The conditions that …

… The theory of pseudo-holomorphic quilts due to Mau-Wehrheim-Woodward [61, 33] could be
… We have avoided using quilt theory because we would need to discuss the behaviour of the …

… ,ω), this Lagrangian Floer homology is computed from a chain complex with generators the
intersection points of L0 and L1 and the differential counts pseudoholomorphic strips u : R × […

… In particular, Witten has a proposal for intepreting the Khovanov homology of knots or links …
of Lagrangian correspondences and pseudo-holomorphic quilts developed by Wehrheim and …

… considered by Khovanov and Rozansky [6] under the name of pseudoholomorphic foams. The
… In an independent second series of remarks we establish the interaction between the quilt …

… to show that Khovanov homology detects the unknot and … homology, given in section
4.3 of [WW10]. The more theoretically useful direct definition, using “quilts of pseudo-holomorphic …

… Khovanov homology and knot instanton Floer homology, … the question of whether Khovanov
homology detects the unknot… “quilt axiom” – an identity of pseudoholomorphic quilt invariants …

… infer that symplectic Khovanov cohomology and Khovanov … which define bimodules via the
quilt formalism of Mau, Wehrheim … Floer data defining the pseudoholomorphic curve equation …