Anisotropic curvature flow of immersed curves
Gwenael Mercier, Matteo Novaga, Paola Pozzi

TL;DR
This paper proves the short-time existence of solutions to the anisotropic and crystalline curvature flow for immersed planar curves, advancing the mathematical understanding of such geometric evolutions.
Contribution
It establishes the existence of { extphi}-regular solutions to anisotropic and crystalline curvature flow, a significant step in geometric analysis.
Findings
Proved short-time existence of solutions
Established { extphi}-regularity conditions
Advanced understanding of anisotropic curvature flows
Abstract
We prove short-time existence of {\phi}-regular solutions to the anisotropic and crystalline curvature flow of immersed planar curves.
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