The module-model conjecture for 2-bridge knot skein modules

Let $K$ be a 2-bridge knot, and let $M$ be the module defined in the source by the referenced construction. Let the nonsymmetric skein module of $K$ be regarded as a module over the relevant algebra. 2-bridge module-model conjecture. The module $M$ is the $q=-1$ specialization of the nonsymmetric skein module of the 2-bridge knot $K$.The paper proves related conjectures for the module $M$ in the stated examples, but presents this identification itself as conjectural; its general validity remains open.