Matrix factorizations and colored MOY graphs

Abstract

The contents of this 98-page paper have been subsumed into the 191-page paper "A colored sl(N)-homology for links in S^3" (arXiv:0907.0695v1 [math.GT]), in which we further develop the theory and use it to construct a colored link homology.

This submission has been withdrawn by the authors [arXiv admin]

References in corpus (6)

• Note on Khovanov link cohomology
• Some differentials on Khovanov-Rozansky homology
• Virtual crossings, convolutions and a categorification of the SO(2N) Kauffman polynomial
• Matrix factorizations and intertwiners of the fundamental representations of quantum group U_q (sl_n)
• On the quantum filtration of the Khovanov-Rozansky cohomology
• Matrix factorizations and double line in ${\mathfrak{sl}}_n$ quantum link invariant

Cited by in corpus (5)

• A diagrammatic categorification of the q-Schur algebra
• Matrix factorizations and intertwiners of the fundamental representations of quantum group U_q (sl_n)
• ${\mathfrak{gl}}_n$-webs, categorification and Khovanov-Rozansky homologies
• The Khovanov-Lauda 2-category and categorifications of a level two quantum sl(n) representation
• The 1,2-coloured HOMFLY-PT link homology