3 problems

Let $L$ be the flat affine bundle and let $v:M\to L$ be the BV section from Theorem, obtained as a limit of the $q$-harmonic maps. Least-gradient section conjecture. The BV section…

Let $\nu_u$ be the limiting transverse measure obtained from a convergent sequence of uniform probability measures on finite sphere triangulations, and let $G$ be the associated gr…

Let $\mathcal{D}$ be trivial, and let $\nu_k$ be the uniform probability measure on sphere triangulations with at most $k$ faces. The measures are regarded as transverse measures,…