3 problems

Pro-fundamental-group Borel conjecture. If ${\mathfrak{M}}_1$ and ${\mathfrak{M}}_2$ are equicontinuous, ${\mathcal A}_B$-like matchbox manifolds that have isomorphic…

Borel conjecture for matchbox manifolds. If ${\mathfrak{M}}_1$ and ${\mathfrak{M}}_2$ are equicontinuous, ${\mathcal A}_B$-like matchbox manifolds that are shape equivalent, then…

Affability conjecture. Then ${\mathfrak{M}}$ is affable.