KNOTS IN THE SOLID TORUS UP TO 6 CROSSINGS
作者： BOŠTJAN GABROVŠEK , MACIEJ MROCZKOWSKI
DOI: 10.1142/S0218216512501064
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摘要: We classify non-affine, prime knots in the solid torus up to 6 crossings. establish which of these are amphicheiral: almost all with symmetric Jones polynomial amphicheiral, but a few cases we use stronger invariants, such as HOMFLYPT and Kauffman skein modules, show that some not amphicheiral. Examples same different module presented. It follows from our computations, wrapping conjecture is true for
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