Abstract
Let L L be a 1 1 -trivial dichromatic link in S 3 {S^3} and L ~ \widetilde {L} its covering link. A relationship between the dichromatic link polynomials, defined by Hoste and Przytycki, of L L and L ~ \widetilde {L} is given. As an application, it is shown that the link 7 1 2 7_1^2 has no symmetries with fixed point set is either of the components.
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