2 problems

Weak-integrability conjectures. (1) If $\partial Y=\emptyset$ and $f$ is weakly integrable, then $f$ is integrable. (2) If $\Sigma\in \operatorname{Alex}^n(1)$,…

Fiber-bundle conjecture. If all points in $S$ are weakly $m$-strained, then $\phi:X\to S$ is a fiber bundle map.