Data:8 3/QuantumInvariant/G2/1,0: Difference between revisions

From Knot Atlas
Jump to navigationJump to search
No edit summary
(No difference)

Revision as of 17:08, 5 September 2005

Failed to parse (Conversion error. Server ("https://wikimedia.org/api/rest_") reported: "Cannot get mml. TeX parse error: MathJax internal buffer size exceeded; is there a recursive macro call?"): {\displaystyle {\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),1\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),2\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),3\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),4\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),5\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),6\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),7\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),8\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),9\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),10\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),11\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),12\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),13\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),14\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),15\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),16\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),17\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),18\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),19\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),20\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),21\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),22\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),23\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),24\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),25\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),26\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),27\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),28\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),29\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),30\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),31\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),32\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),33\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),34\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),35\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),36\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),37\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),38\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),39\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),40\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),41\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),42\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),43\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),44\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),45\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),46\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),47\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),48\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),49\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),50\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),51\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),52\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),53\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),54\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),55\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),56\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),57\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),58\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),59\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),60\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),61\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),62\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),63\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),64\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),65\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),66\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),67\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),68\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),69\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),70\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),71\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),72\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),73\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),74\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),75\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),76\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),77\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),78\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),79\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),80\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),81\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),82\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),83\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),84\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),85\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),86\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),87\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),88\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),89\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),90\right)+{\textrm {QuantumKnotInvariantSplitPiece}}\left({\textrm {Knot}}(8,3),G_{2},{\textrm {Irrep}}\left(G_{2}\right)(\{1,0\}),91\right)}