Abstract
The convex hull of a function φ is its largest l.s.c. convex minorant. In this paper, we propose a similar construction for monotone vector fields. The definition is based on the theory of autoconjugate functions (which are also called self-dual Lagrangians) and their relation to monotone maps
Suggested citation
M. Westdickenberg. “A Monotone Hull Operation for Maps.” Journal of Convex Analysis 24 (2017), No. 4, 1295–1306.
Copyright Banach Press 2017