%0 Journal Article %1 Carter2000b %A Carter, J. Scott %A Jelsovsky, Daniel %A Kamada, Seiichi %A Saito, Masahico %D 2001 %J J. Knot Theory Ramifications %K algebra homology knot-theory quandles skein topology %N 4 %P 579--596 %T Shifting homomorphisms in quandle cohomology and skeins of cocycle knot invariants %U http://arxiv.org/abs/math/0006175 %V 10 %X Homomorphisms on quandle cohomology groups that raise the dimensions by one are studied in relation to the cocycle state-sum invariants of knots and knotted surfaces. Skein relations are also studied.

@article{Carter2000b, abstract = {Homomorphisms on quandle cohomology groups that raise the dimensions by one are studied in relation to the cocycle state-sum invariants of knots and knotted surfaces. Skein relations are also studied. }, added-at = {2009-05-25T18:33:47.000+0200}, author = {Carter, J. Scott and Jelsovsky, Daniel and Kamada, Seiichi and Saito, Masahico}, biburl = {https://www.bibsonomy.org/bibtex/2ffaa69990ab995c63aa2913f338646da/njj}, description = {Shifting Homomorphisms in Quandle Cohomology and Skeins of Cocycle Knot Invariants}, interhash = {071f88b491e1ea1b5ad553c8e4704e7d}, intrahash = {ffaa69990ab995c63aa2913f338646da}, journal = {J. Knot Theory Ramifications}, keywords = {algebra homology knot-theory quandles skein topology}, number = 4, pages = {579--596}, timestamp = {2009-05-25T18:33:47.000+0200}, title = {Shifting homomorphisms in quandle cohomology and skeins of cocycle knot invariants }, url = {http://arxiv.org/abs/math/0006175}, volume = 10, year = 2001 }