Add to ORKGKhovanov homology, an invariant of links in R3, is a graded homology theory that categorifies the Jones polynomial in the sense that the graded Euler characteristic of the homology is the Jones polynomial. Asaeda, Przytycki and Sikora generalized this construction by defining a double graded homology theory that categorifies the Kauman bracket skein module of links in I-bundles over surfaces, except for the surface RP2, where the construction fails due to strange behaviour of links when projected to the non-orientable surface RP2. This paper categorifies the missing case of the twisted I-bundle over RP2, RP2eI RP3 n fg, by redefining the dierential in the Khovanov chain complex in a suitable manner. 10.1017/S000497271300010
International audienceThe Kauffman bracket skein module S(M) of a 3-manifold M is a Q(A)-vector spac...
International audienceThe Kauffman bracket skein module S(M) of a 3-manifold M is a Q(A)-vector spac...
International audienceThe Kauffman bracket skein module S(M) of a 3-manifold M is a Q(A)-vector spac...
Khovanov homology, an invariant of links in R3, is a graded homology theory that categorifies the Jo...
Khovanov homology, an invariant of links in R3, is a graded homology theory that categorifies the Jo...
This paper explains the construction of Khovanov homology of which begins by un derstanding how Loui...
International audienceThe Jones polynomial is a famous link invariant that can be defined diagrammat...
In [6] M. Khovanov introduced his well known construction of a homology theory for a link, L, in S3 ...
The Kauffman bracket skein module K(M) of a 3-manifold M is defined over formal power series in the ...
The Khovanov homology is a knot invariant which first appeared in Khovanov's original paper of 1999,...
Abstract. The SO(3) Kauffman polynomial and the chromatic polynomial of planar graphs are categorifi...
We define a deformation of the triply graded Khovanov–Rozansky homology of a link L depending on a c...
The Kauffman bracket skein module $S(M)$ of a 3-manifold $M$ is a $\mathbb{Q}(A)$-vector space spann...
If M is a 3-manifold, the Kauffman bracket skein module is a vector space Kq (M ) functorially assoc...
International audienceThe Kauffman bracket skein module S(M) of a 3-manifold M is a Q(A)-vector spac...
International audienceThe Kauffman bracket skein module S(M) of a 3-manifold M is a Q(A)-vector spac...
International audienceThe Kauffman bracket skein module S(M) of a 3-manifold M is a Q(A)-vector spac...
International audienceThe Kauffman bracket skein module S(M) of a 3-manifold M is a Q(A)-vector spac...
Khovanov homology, an invariant of links in R3, is a graded homology theory that categorifies the Jo...
Khovanov homology, an invariant of links in R3, is a graded homology theory that categorifies the Jo...
This paper explains the construction of Khovanov homology of which begins by un derstanding how Loui...
International audienceThe Jones polynomial is a famous link invariant that can be defined diagrammat...
In [6] M. Khovanov introduced his well known construction of a homology theory for a link, L, in S3 ...
The Kauffman bracket skein module K(M) of a 3-manifold M is defined over formal power series in the ...
The Khovanov homology is a knot invariant which first appeared in Khovanov's original paper of 1999,...
Abstract. The SO(3) Kauffman polynomial and the chromatic polynomial of planar graphs are categorifi...
We define a deformation of the triply graded Khovanov–Rozansky homology of a link L depending on a c...
The Kauffman bracket skein module $S(M)$ of a 3-manifold $M$ is a $\mathbb{Q}(A)$-vector space spann...
If M is a 3-manifold, the Kauffman bracket skein module is a vector space Kq (M ) functorially assoc...
International audienceThe Kauffman bracket skein module S(M) of a 3-manifold M is a Q(A)-vector spac...
International audienceThe Kauffman bracket skein module S(M) of a 3-manifold M is a Q(A)-vector spac...
International audienceThe Kauffman bracket skein module S(M) of a 3-manifold M is a Q(A)-vector spac...
International audienceThe Kauffman bracket skein module S(M) of a 3-manifold M is a Q(A)-vector spac...