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The minimal filling conjecture for simple Riemannian metrics
Let $D$ be a disc with boundary $\partial D$ , and let $g$ be a simple Riemannian metric on $D$ . For another Riemannian metric $g'$ on $D$ , write $bd_{g'}$ and $bd_g$ for their boun…
Conjectureopenboundary-distance-functions minimal-fillings riemannian-geometryarXiv posted 2 days ago

The minimal filling conjecture for simple Riemannian metrics