| http://www.w3.org/ns/prov#value | - If $M = S^3 \ K$ for a knot K, then $K_q(M)$ is a module over (a subalgebra of) the quantum torus $A_q$ which encodes the colored Jones polynomials of K. We give an indication of the types of modules that arise from this construction, and if time permits we will discuss deformations of $K_q(M)$ to a module over the double affine Hecke algebra $H_{q,t}$.
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