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Yokota, Yoshiyuki - Department of Mathematics, Tokyo Metropolitan University
On the potential functions for the hyperbolic structures of a knot complement
FROM THE JONES POLYNOMIAL TO THE A-POLYNOMIAL OF HYPERBOLIC KNOTS
A formula for the A-polynomial of (-2, 3, 1 -2n)-pretzel knots
THE COLORED JONES POLYNOMIALS OF THE FIGURE-EIGHT KNOT AND ITS DEHN SURGERY SPACES
HOW TO COMPUTE THE A-POLYNOMIALS OF HYPERBOLIC KNOTS
ON THE POTENTIAL FUNCTIONS FOR THE HYPERBOLIC STRUCTURES OF A KNOT COMPLEMENT
From the Jones polynomial to the Apolynomial of hyperbolic knots
On the limit of the Kashaev's invariant Yoshiyuki Yokota
ON THE VOLUME CONJECTURE FOR HYPERBOLIC KNOTS Yoshiyuki Yokota
Preliminaries. The 3-dimensional hyperbolic space H3 is the upper half of R3
On the limit of the colored Jones polynomial of a non-simple link Mayuko Yamazaki and Yoshiyuki Yokota
