Measurability of multifunctions of two variables
We consider multifunctions F of two variables, with values in a topological space, whose first argument ranges over a measurable space, and second over a space with various possible structures: topological, metric (with a differentiation basis if needed), normed linear, etc. We are mainly interested in product measurability and superpositional measurability of F. Some connections between classes of multifunctions with these properties are considered. In Chapter 2, several product measurability results...