A property of univalent functions in <i>A_{p}</i>
A property of univalent functions in <i>A_{p}</i>
The univalent functions in the diagonal Besov space A_{p} , where 1<p<\infty , are characterized in terms of the distance from the boundary of a point in the image domain. Here A_{2} is the Dirichlet space. A consequence is that there exist functions in A_{p},\ p>2 , for which the …