Sokhotski formulas generalization for the integral Cauchy type at the contour is obtained in the case of two complex variables for the Cartesian product of the two finite curves with a function satisfying the Lipschitz condition on the contour of integration
The generalization of Sokhotski formulas on two complex variables / Gallo, Angela. - In: RENDICONTI DEL CIRCOLO MATEMATICO DI PALERMO. - ISSN 0009-725X. - STAMPA. - serieII - XLVI:(1997), pp. 425-438.
The generalization of Sokhotski formulas on two complex variables
GALLO, ANGELA
1997
Abstract
Sokhotski formulas generalization for the integral Cauchy type at the contour is obtained in the case of two complex variables for the Cartesian product of the two finite curves with a function satisfying the Lipschitz condition on the contour of integrationFile in questo prodotto:
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