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• W1878356103 abstract "We discuss multivariable invariants of colored links associated with the $N$-dimensional root of unity representation of the quantum group. The invariants for $N>2$ are generalizations of the multi-variable Alexander polynomial. The invariants vanish for disconnected links. We review the definition of the invariants through (1,1)-tangles. When $(N,3)=1$ and $N$ is odd, the invariant does not vanish for the parallel link (cable) of the knot $3_1$, while the Alexander polynomial vanishes for the cable link." @default.
• W1878356103 created "2016-06-24" @default.
• W1878356103 creator A5014346547 @default.
• W1878356103 date "1993-09-06" @default.
• W1878356103 modified "2023-09-27" @default.
• W1878356103 title "Multivariable Invariants of Colored Links Generalizing the Alexander Polynomial" @default.
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