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Generalized convexity: The case of lineally convex Hartogs domains

Volume 123 / 2019

Christer Oscar Kiselman Annales Polonici Mathematici 123 (2019), 319-344 MSC: Primary 52A01, 32E, 32F, 32A07; Secondary 32A12. DOI: 10.4064/ap180930-3-4 Published online: 31 July 2019

Abstract

Inspired by mathematical morphology we study generalized convexity and prove that certain subsets of Hartogs domains are convex in a generalized sense.

Authors

  • Christer Oscar KiselmanDepartment of Information Technology
    Uppsala University
    P.O. Box 337
    SE-751 05 Uppsala, Sweden
    e-mail

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