Elliptic regularization yields global unique weak solutions to the harmonic map heat flow into CAT(0) spaces that are spatially Lipschitz continuous.
A class of minimum p rinciples for characterizing the trajectories and the rela xation of dissipative systems
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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.