2019
Том 71
№ 11

All Issues

Asymptotics of Blaschke Products the Counting Function of Zeros of Which Is Slowly Increasing

Zabolotskii N. V.

Full text (.pdf)


Abstract

We find the asymptotics as z→ 1 for the Blaschke product with positive zeros the counting function of which n(t) is slowly increasing, i.e., n((t+ 1)/2) ∼ n(t) as t→ 1.

English version (Springer): Ukrainian Mathematical Journal 52 (2000), no. 12, pp 1882-1895.

Citation Example: Zabolotskii N. V. Asymptotics of Blaschke Products the Counting Function of Zeros of Which Is Slowly Increasing // Ukr. Mat. Zh. - 2000. - 52, № 12. - pp. 1650-1660.

Full text