Elliptic regularization yields global unique weak solutions to the harmonic map heat flow into CAT(0) spaces that are spatially Lipschitz continuous.
Elliptic regularization and partial regu larity for motion by mean curvature
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Heat flow of harmonic maps into CAT($0$)-spaces
Elliptic regularization yields global unique weak solutions to the harmonic map heat flow into CAT(0) spaces that are spatially Lipschitz continuous.