On Gromov's flat corner domination conjecture and Stoker's conjecture

Published 17 Mar 2022 in math.DG and math.KT | (2203.09511v2)

Abstract: In this paper, we prove Gromov's flat corner domination conjecture in all dimensions. As a consequence, we answer positively the Stoker conjecture for convex Euclidean polyhedra in all dimensions. By applying the same techniques, we also prove a rigidity theorem for strictly convex domains in Euclidean spaces.

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