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(ξˆ,ηˆ)C2ρ=-δ(2-δ).hˆC2(Ω¯r), (ξˆ,ηˆ)C2, (ξˆ,ηˆ)C2. Lσ(p;(ξ, η))2ρww¯=1;ζ=exp(iln|z|2)δ=0, p=(z, 0)Mr. 2ρzk=2δ|z|2;

|pσσσσzΩrσˆ. Ωr : Ωr.) 0<δ<1(ξ, η)0<δ<1.1|z|r1|z|r1|z|r

zC, δRρz=0;(ξˆ, δηˆ)(ξ, η)C2

p=(z, -δexp(iln|z|2))]. ρw=(1-δ)exp(iln|z|2);2ρzw¯=iZexp(iln|z|2);

[)=(z, w)=(z, -δexp(iln|z|2))

+τδhˆ+τ(1-τ)(1-δ)22-δhˆ)|η|2}.σˆ(z, w)=-h˜(|z|2, w)(-ρr(z, w))1/ι



gσ{p;(ξ, η))=δτ-2(2-δ)τ-2(δ2(2-δ)(-(2-δ)hˆzz¯+2τhˆ1|z|2)|ξ|2





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