TY - JOUR
AU - Hristov, Miroslav
PY - 2022/09/30
Y2 - 2024/02/27
TI - Classes and Boundary Properties of Functions in the Open Unit Disk
JF - Proceedings of the Bulgarian Academy of Sciences
JA - C. R. Acad. Bulg. Sci.
VL - 75
IS - 9
SE - Mathematics
DO - 10.7546/CRABS.2022.09.01
UR - https://proceedings.bas.bg/index.php/cr/article/view/149
SP - 1255-1261
AB - <p>Let \(\psi\) be a Blaschke product and \(d\theta(\mathop{\rm supp}\psi)=0\). In this paper we prove that the functions of Bourgain algebra \( (\psi H^\infty (D), L^\infty (D))_b \) have essential non-tangential limit at almost every point of \(T=\{z:\mid z\mid = 1\}\).</p>
ER -