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By Valdinoci E.

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66) is chosen suitably small. Let us now consider the surface t (Y˘ , ˘ := R) ˘ + te N (Y˘ , R) with t ≥ 0. 74), it follows that, given ξ ∈ ˘ then ξ N ≥ y N and so (Y˘ , R), |(ξ + te N ) − y| ≥ |ξ − y| . Hence, d (Y,R) (ξ ) ≤d (Y,R) (ξ + te N ) . 72), we now select the first t ≥ 0 for which S := t (Y˘ , ˘ ∩ {|x | = c∗ q} ∩ {x N = 0} = ∅ . 76) ˘ which is below {x N = 0} with We also denote by S − the portion of t (Y˘ , R) ˘ which is below S . e. 78) is a small positive constant. t. |x | = r 2 − q2 |x N + r 2 − q 2| .

Acta Appl. Math. 65 (1–3), 9–33 (2001) 2. : Existence and regularity for a minimum problem with free boundary. J. Reine Angew. Math. 325, 105–144 (1981) 3. : A free boundary problem for quasilinear elliptic equations. Ann. Scuola Norm. Sup. Pisa Cl. Sci. (4) 11(1), 1–44 (1984) 4. , On a volume-constrained variational problems. Arch. Ration. Mech. Anal. 149(1), 23–47 (1999) 5. : Singular perturbations of variational problems arising from a two-phase transition model. Appl. Math. Optim. 21(3), 289–314 (1990) 6.

Let also y˘ ∈ on the half-line from yω towards z. Let also y˜ ∈ be the point realizing d (x). 43). Furthermore, ˘ S(Yω , R1 ) ∩ {|x | ≥ Cq} is strictly above in the e N +1 -direction. ˘ and let z ∈ (Yω , R1 ) be realizing d To prove this, take x with |x | ≥ Cq by an elementary triangle similarity argument, |z | = r1 |x | r1 C˘ q ˘ ≥ ηq , ≥ const ≥ const Cq |x − yω | l+R if C˘ is large enough. 43). 44) (Yω ,R1 ) (x): 34 E. 2), it cannot happen on the free boundary). For fixing the notations, we take that for some β ∈ R, − βe N touches for the first time the graph of u by above at a point Z , with z N +1 > −1.

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