$SL 2(mathbb{C})$-Character Variety of a Hyperbolic Link and RegulatorReport as inadecuate



 $SL 2(mathbb{C})$-Character Variety of a Hyperbolic Link and Regulator


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In this paper, we study the $SL 2(\mathbb{C})$ character variety of a hyperbolic link in $S^3$. We analyze a special smooth projective variety $Y^h$ arising from some 1-dimensional irreducible slices on the character variety. We prove that a natural symbol obtained from these 1-dimensional slices is a torsion in $K 2({\mathbb C}(Y^h))$. By using th

Author: Weiping Li; Qingxue Wang

Source: https://archive.org/







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