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An example concerning Sadullaev’s boundary relative extremal functions

Volume 123 / 2019

Jan Wiegerinck Annales Polonici Mathematici 123 (2019), 505-508 MSC: 32U05, 32U20. DOI: 10.4064/ap180604-19-6 Published online: 9 July 2018

Abstract

We exhibit a smoothly bounded domain $\Omega $ with the property that for suitable $K\subset \partial \Omega $ and $z\in \Omega $ the Sadullaev boundary relative extremal functions satisfy $\omega _1(z,K,\Omega )<\omega _2(z,K,\Omega )\le \omega (z,K,\Omega )$.

Authors

  • Jan WiegerinckKdV Institute for Mathematics
    University of Amsterdam
    Science Park 105-107
    P.O. Box 94248
    1090 GE Amsterdam, The Netherlands
    e-mail

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