4 problems

Let $M$ be a simply connected $3$-manifold, possibly with holes, and let $S_{2,\infty}(M)$ denote its Kauffman bracket skein module at parameter $2$ and infinity. Traczyk's conject…

Let $M$ be an oriented atoroidal $3$-manifold, and let $\mathcal{S}_{2,\infty}(M)$ denote its Kauffman bracket skein module. Finite-rank conjecture. The Kauffman bracket skein modu…

Let $M$ be a closed oriented $3$-manifold, and let $\mathcal{S}(M;\mathbb{C}(A))$ denote its Kauffman bracket skein module over $\mathbb{C}(A)$, the field of rational functions in…

Let $M$ be a compact oriented $3$-manifold. Write $\mathcal{S}_{2,\infty}(M)$ for its Kauffman bracket skein module. An incompressible surface is understood in the usual sense, and…