D W4cep a 1 hcsViabW vp fh sfqW4ce Ic V a W W4cep a 1 hcsViabW df) efW VicsViabW h
g2iab cj DVi sVXW4csfhkbps Ic V a W lnm vo¤ d gifh g2iab cp p fhgX m IcsViabW qD …

The first four sections of these notes form a quick, incisive introduction to the subject of
Young measure theory. The term Young measures refers to transition probabilities that are …

In this work, the study of Pettis integrability for multifunctions (alias set-valued maps), whose
values are allowed to be unbounded, is initiated. For this purpose, two notions of Pettis …

We study the basic properties of the integral of a Banach-valued correspondence. In
particular, we examine the convergence, compactness and convexity properties of the …

This paper presents a new and general approach to the theory of irreversible investment.
We show that the optimal policy is a base capacity policy and derive general monotone …

We provide general conditions under which principal‐agent problems with either one or
multiple agents admit mechanisms that are optimal for the principal. Our results cover as …

This paper provides an axiomatization of recursive utility functions in an infinite horizon
stochastic setting. In addition, some recently developed atemporal non-expected utility …

For games with a measure space of players a tandem pair, consisting of a mixed and a pure
Cournot–Nash equilibrium existence result, is presented. Their generality causes them to be …

A number of fundamental results, centered around extensions of Prohorov's theorem, is
proven for the ws-topology for measures on a product space. These results contribute to the …

This paper presents a new, penetrating approach to Young measure convergence in an
abstract, measure theoretical setting. It was started in [12, 13, 14] and given its definitive …