2 problems

Consider minimal surfaces in $\mathbb{S}^3$ with area less than $8\pi$, and take the boundary of this space with respect to the varifold topology. A sequence whose areas tend to…

Consider the class of branched two-sided stable minimal $n$-dimensional immersions whose singular sets have locally finite $(n-2)$-measure. Bellettini's compactness conjecture. Thi…