A Weiss-type almost-monotonicity formula is proved for variable-coefficient functionals with minimal regularity, enabling blow-up classification and free-boundary regularity for the Alt-Phillips problem with weaker hypotheses than in Araujo et al.
Kovats,Fully nonlinear elliptic equations and the Dini condition, Comm
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On a Weiss-type Almost Monotonicity Formula
A Weiss-type almost-monotonicity formula is proved for variable-coefficient functionals with minimal regularity, enabling blow-up classification and free-boundary regularity for the Alt-Phillips problem with weaker hypotheses than in Araujo et al.