The generalization of Sokhotski formulas on two complex variables

So called Sokhotski formulas present a jump of the integral of Cauchy type at the contour on the complex planeC 1]. The generalization of Sokhotski formulas on two complex variables is obtained for the contours onC ₁ C ₂ of the same properties as studied before for one complex variable. The integral of Cauchy type for two complex variables is defined by a function satisfying the Lipschitz condition on the contour of integration.