An infinite version of the prescribed curvature flow is shown to converge under side conditions, yielding generalized circle packings and smooth infinite-type hyperbolic surfaces with prescribed total geodesic curvature.
Bobenko and Boris A
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A prescribed curvature flow on hyperbolic surfaces with infinite topological type
An infinite version of the prescribed curvature flow is shown to converge under side conditions, yielding generalized circle packings and smooth infinite-type hyperbolic surfaces with prescribed total geodesic curvature.