AN EXAMPLE OF SEQUENCE OF BLASCHKE PRODUCTS WHICH CONVERGE UNIFORMLY AT A UNIT DISC

Abstract

The question of existence of sequence of Blaschke products which uniformly converges on the whole unit disk \(D=\{z:|z|<1\}\) is an important one. So, in this paper it is given an example of sequence of Blaschke products which uniformly converges on the whole unit disk \(D=\{z:|z|<1\}\) and even more whose boundary value is Blaschke product.