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HCM: Hausdorff Center for Mathematics
Welcome at the Hausdorff Center for Mathematics, a Cluster of Excellence established 2006 at the University of Bonn under the title "Mathematics: Foundations, Models ...
Hausdorff Dimension -- from Wolfram MathWorld
is the "dimension" of the scaling law, known as the Hausdorff dimension. Formally, let be a subset of a metric space. Then the Hausdorff dimension of is the infimum ...
Hausdorff distance - McGill University
Undergraduate tutorial on Hausdorff distance. We explain what is Hausdorff distance, an give an algorithm for computing it in linear time for convex polygons. The ...
Greatest Mathematicians born between 1860 and 1975 A.D.
Greatest Mathematicians born between 1860 and 1975 A.D. Biographies of the greatest mathematicians are in separate files by birth year:
objekteinrichtungen-hausdorff.de - Hausdorff ...
Hausdorff Objekteinrichtungen. Wir bieten professionelle Lösungen in der Objektausstattung bei der Inneneinrichtung sowie für die Außenmöbilierung für ...
Compact space - Wikipedia
In mathematics, and more specifically in general topology, compactness is a property that generalizes the notion of a subset of Euclidean space being closed (that is ...
Cantor set - Wikipedia
In mathematics, the Cantor set is a set of points lying on a single line segment that has a number of remarkable and deep properties. It was discovered in 1874 by ...
Chapter 4: Calculating Fractal Dimensions
Calculating Fractal Dimension In classical geometry, shapes have integer dimensions. A point has a dimension of , a line has a dimension of , an ...
Matthew Badger - Mathematics - Research and Teaching
Research. A non-technical description of my research with Raanan Schul on rectifiable measures can be found here. Here is a picture related to my "Harmonic ...
The 100 Greatest Mathematicians - fabpedigree.com
The Greatest Mathematicians of the Past ranked in approximate order of "greatness." To qualify, the mathematician must be born before 1930 and his work must have