Abstract
In this paper we continue our study, started in [9], on the regularity theory of Stefan-like free boundary problems for a special class of fully nonlinear equations of parabolic type. We prove that degenerate Lipschitz free boundaries, with small Lipschitz constant in space, are $C^1$.
Citation
Emmanouil Milakis. "Fully nonlinear phase transition problems with flat free boundaries." Differential Integral Equations 23 (1/2) 93 - 112, January/February 2010. https://doi.org/10.57262/die/1356019389
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