Аннотация:
In the paper the asymptotic behavior of Cauchy–Stieltjes integral of a complex-valued Borel measure on the skeleton in the polydisc is described. The main result holds outside a set of zero $\omega$-capacity. It generalizes the theorem for the one-dimensional case.
Ключевые слова:modulus of continuity, Cauchy–Stieltjes integral, polydisc, set of zero $\omega$-capacity, non-tangential limit.
Полный текст:
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