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The two-phase Alt-Phillips problem for quasilinear operators
We establish interior regularity and growth estimates for the sign-changing minimizers of the $p-$singular or $p-$degenerate quasilinear Alt--Phillips functional throughout the full range of $1<p<\infty$ and of the nonlinearity power $0<γ<p$. As a consequence, we show that the nonbranching hypersurf
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