Non‐σ‐finite sets for packing measure

Hermann Haase

Type: Article

Publication Date: 1986-06-01

Citations: 18

DOI: https://doi.org/10.1112/s0025579300013942

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Mathematika - View

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+ PDF Chat	Dimensions of projected sets and measures on typical self-affine sets	2023	De‐Jun Feng Chiu-Hong Lo Cai-Yun Ma
+	None	1998	H. Joyce
+	Projection theorems for box and packing dimensions	1996	K. J. Falconer J. D. Howroyd
+	Note on packing and weak-packing measures with Hausdorff functions	2005	Shengyou Wen Zhi‐Ying Wen
+	Die Wirkungen von Hausdorffs Arbeit über Dimension und äußeres Maß	1996	Christoph Bandt Hermann Haase
+	Packing dimension, Hausdorff dimension and Cartesian product sets	1996	Yimin Xiao
+	Strong and weak duality principles for fractal dimension in Euclidean space	1995	Colleen D. Cutler
+	Scaling Hausdorff measures	1989	R. Daniel Mauldin Stanley C. Williams
+ PDF Chat	A space on which diameter-type packing measure is not Borel regular	1999	H. Joyce
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Works Cited by This (9)

Action	Title	Year	Authors
+	Erweiterung einer Homöomorphie	2008	Felix Hausdorff
+	Approximation properties of measures generated by continuous set functions	1962	Maurice Sion Denis Sjerve
+	On the selection of non‐σ‐finite subsets	1967	D. G. Larman
+ PDF Chat	Packing measure, and its evaluation for a Brownian path	1985	S. J. Taylor Claude Tricot
+	Increasing Sequences of Sets and Hausdorff Measure	1970	Roy O. Davies
+	Two definitions of fractional dimension	1982	Claude Tricot
+ PDF Chat	On the Selection of Compact Subsets of Positive Measure from Analytic Sets of Positive Measure	1974	D. G. Larman
+	A theorem on the existence of non‐σ‐finite subsets	1968	Roy O. Davies
+ PDF Chat	Erweiterung einer Homöomorphie	1930	Felix Hausdorff