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Symmetry Properties of Average Densities and Tangent Measure Distributions of Measures on the Line  (Make Corrections)  
Peter Mörters



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Abstract: Answering a question by Bedford and Fisher in [4] we show that for the circular and one-sided average densities of a Radon measure  on the line with positive lower and nite upper -densities the following relations hold -almost everywhere We infer the result from a more general formula, which is proved by means of a detailed study of the structure of the measure and which involves the notion of tangent measure distributions introduced by Bandt ([2]) and Graf ([9]). We show that ... (Update)

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BibTeX entry:   (Update)

@misc{ rters-symmetry,
  author = "Peter Mörters",
  title = "Symmetry Properties of Average Densities and Tangent Measure Distributions
    of Measures on the Line",
  url = "citeseer.ist.psu.edu/761328.html" }
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1   A Local Version of the Projection Theorem and Other Problems.. (context) - O'Neil - 1995

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