Proves a flatness theorem for classical stable homogeneous solutions of the gamma-Alt-Phillips free boundary problem in 3D for 0 < gamma <= 2/3, implying full regularity of the free boundary for minimizers.
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Classification of blow-ups for the Alt--Phillips problem in three dimensions
Proves a flatness theorem for classical stable homogeneous solutions of the gamma-Alt-Phillips free boundary problem in 3D for 0 < gamma <= 2/3, implying full regularity of the free boundary for minimizers.