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- W2349311448 abstract "Suppose that D is a simply connected region whose boundary Γ∈C 1 α(0α≤1), the complex function q(z)∈C 1 α(),｜q(z)｜≤1, equality may be only for z∈Γ, equality q(z(t)) z′(t) /z′(t)+1｜ z∈Γ =0 may hold only at finite points.Solutions of a kind of two dimensional singular integral equations with the coefficient q 1(z) satisfies above conditions and the coefficients q 2(z)∈C 1 α(): ω(z)+q 1(z) π Dω(t)(t-z) 2 d σ z+q 2(z) π Dω(t)t-z d σ z=f(z), z∈D are obtained.Meanwhile,an example is given." @default.
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- W2349311448 date "2000-01-01" @default.
- W2349311448 modified "2023-10-16" @default.
- W2349311448 title "A unique solution of a kind of the two dimensional singular integral equations" @default.
- W2349311448 hasPublicationYear "2000" @default.
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