Two Theorems on Boundary Values of Analytic Functions
S. R. Barker · Proceedings of the American Mathematical Society · 1978
We give a new admissible maximal inequality for analytic functions of several complex variables, and also show that an analytic function which is admissibly bounded at almost all boundary points of a domain D must have an admissible limit a.e. These results are then applied to the boundary behaviour of the Nevanlinna class of D.