Some Remarks about Measurable Parametrizations

Roman Pol
1985 Proceedings of the American Mathematical Society  
A result about measurable selections is derived from the classical Yankov-von Neumann selection theorem which yields two theorems about parametrizations of analytic and Borel sets in the plane due to Cenzer and Mauldin [CM] and Srivatsa [S], respectively.
doi:10.2307/2045534 fatcat:ljdfh535jrhdvkn777526hef3q