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Hausdorff measure

Known as: Hausdorff 
In mathematics a Hausdorff measure is a type of outer measure, named for Felix Hausdorff, that assigns a number in [0,∞] to each set in Rn or, more… 
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Related topics

Related topics

9 relations
Bounded variationBrownian motionCaccioppoli setDimension function

Papers overview

Semantic Scholar uses AI to extract papers important to this topic.
2013
2013
Yager's measure based fuzzy divergence for microscopic color image segmentation
This paper addressed the development of a novel segmentation method for color image segmentation using fuzzy divergence metric… 
2010
2010
Performance measures for multilabel evaluation: a case study in the area of image classification
With the steadily increasing amount of multimedia documents on the web and at home, the need for reliable semantic indexing… 
2008
2008
Evaluation of constructable match cost measures for stereo correspondence using cluster ranking
Stereo correspondence research often involves the comparison of techniques to determine which are better under different… 
2008
2008
Un résultat d'existence pour les ensembles minimaux par optimisation sur des grilles polyédrales
Rappelons qu'une partie de Rn est dite minimale si sa mesure de Hausdorff d-dimensionnelle ne peut etre rendue plus petite par… 
2007
2007
On the robustness of relevance measures with incomplete judgments
We investigate the robustness of three widely used IR relevance measures for large data collections with incomplete judgments… 
2006
2006
The Euler-Lagrange theory for Schur's Algorithm: Algebraic exposed points
2006
2006
Rapid fluctuations of chaotic maps on RN
2002
2002
A SOM-based document clustering using phrases
Most of the existing techniques for document clustering rely on a "bag of words" document representation. Each word in the… 
1988
1988
Projections in Spaces of Bimeasures
Abstract Let X and Y be metrizable compact spaces and μ and v be nonzero continuous measures on X and Y, respectively. Then there… 
1971
1971
Bounds on the ratio $n(r,\,a)/S(r)$ for meromorphic functions
Let / be a meromorphic function in the plane. We prove the existence of an absolute constant K such that if ai,a2,..., o, are… 
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