Journal Home Page Cumulative Index List of all Volumes Complete Contentsof this Volume Previous Article Journal of Convex Analysis 13 (2006), No. 1, 177--192Copyright Heldermann Verlag 2006 On Young Measures Controlling Discontinuous Functions Agnieszka Kalamajska Institute of Mathematics, Warsaw University, ul. Banacha 2, 02--097 Warszawa, Poland kalamajs@mimuw.edu.pl [Abstract-pdf] We obtain a version of Young's Theorem, where Young-like measures can control discontinuous functions. It determines the weak limit of $\{ f(u^{\nu})\}$ where $f$ is a (possibly) discontinuous scalar function, while $\{u^{\nu}\}$ is a sequence of measurable functions which satisfies tightness condition. Keywords: Young measures, weak convergence, discontinuous functions. MSC: 49J10, 49J45 [ Fulltext-pdf  (461  KB)] for subscribers only.