Find all functions satisfying the following two conditions:
(1) is analytic in the disk .
(2) .
In a problem i'm working about one important step is to demonstrate this lemma...
Let be an analytic function whose value are known for . In this case, under certain conditions, there is only one analytic for which is .
Does Opalg think that is an interesting question to be discussed in MHF?... if yes, in which section?...
Kind regards