On the number of zeros of functions in analytic quasianalytic classes
On the number of zeros of functions in analytic quasianalytic classes
A space of analytic functions in the unit disc with uniformly continuous derivatives is said to be quasianalytic if the boundary value of a non-zero function from the class can not have a zero of infinite multiplicity. Such classes were described in the 1950-s and 1960-s by Carleson, Rodrigues-Salinas and …