The Minimal Denjoy Index of a Symmetric Perfect Set

R. E. Svetic; H. Volkmer

doi:rae/1231187607

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Home > Journals > Real Anal. Exchange > Volume 25 > Issue 1 > Article

1999/2000 The Minimal Denjoy Index of a Symmetric Perfect Set

R. E. Svetic, H. Volkmer

Real Anal. Exchange 25(1): 329-342 (1999/2000).

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Abstract

It is shown that every uniform symmetric perfect set admits a minimal Denjoy Index. This minimal Denjoy Index and a point where it is attained is found for many uniform symmetric perfect sets.

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R. E. Svetic. H. Volkmer. "The Minimal Denjoy Index of a Symmetric Perfect Set." Real Anal. Exchange 25 (1) 329 - 342, 1999/2000.

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Published: 1999/2000

First available in Project Euclid: 5 January 2009

zbMATH: 0937.26509

MathSciNet: MR1758009

Subjects:

Primary: 26A03

Secondary: 04A15 , 28A05 , 54H05

Keywords: Denjoy Index , Symmetric Perfect Set , Symmetric Porosity

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Real Anal. Exchange

Vol.25 • No. 1 • 1999/2000

Michigan State University Press

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R. E. Svetic, H. Volkmer "The Minimal Denjoy Index of a Symmetric Perfect Set," Real Analysis Exchange, Real Anal. Exchange 25(1), 329-342, (1999/2000)

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