JournalsjncgVol. 15, No. 3pp. 1073–1103

An analog of the Krein–Milman theorem for certain non-compact convex sets

  • George A. Elliott

    University of Toronto, Canada

  • Zhiqiang Li

    Chongqing University, China

  • Xia Zhao

    Tongji University, Shanghai; Chongqing Normal University, China
An analog of the Krein–Milman theorem for certain non-compact convex sets cover
Download PDF

This article is published open access under our Subscribe to Open model.

Abstract

We make a contribution towards extending the remarkable Krein–Milman analog result of K. Thomsen and L. Li, in which a certain non-compact convex set is shown to be generated by its extreme points.

Cite this article

George A. Elliott, Zhiqiang Li, Xia Zhao, An analog of the Krein–Milman theorem for certain non-compact convex sets. J. Noncommut. Geom. 15 (2021), no. 3, pp. 1073–1103

DOI 10.4171/JNCG/431