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Hoffman–Meeks finite topology conjecture for properly minimally embedded surfaces
Let $M$ be a connected surface of finite topology, with genus $g$ and $r>2$ ends. Finite topology conjecture. The surface $M$ can be properly minimally embedded in $\mathbb{R}^3$ i…
Conjectureopenfinite-topology-surfaces minimal-embeddings minimal-surfacesarXiv posted 3 days ago

Hoffman–Meeks finite topology conjecture for properly minimally embedded surfaces