2 problems

Classification conjecture. Every closed totally magnetic submanifold of $E(\mathbf a)$ is of the form

Let $(M^m,g)$ be a compact manifold with smooth boundary $\partial M$, and let $\eta\in\Omega^1(M)$. Let $\mathfrak{B}_M$ denote the relevant gauge-trivial subspace, and for an adm…