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» Dimensions of Points in Self-similar Fractals
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SIAMMA
2010
102views more  SIAMMA 2010»
13 years 5 months ago
Trace Theorems for a Class of Ramified Domains with Self-Similar Fractal Boundaries
This work deals with trace theorems for a class of ramified bidimensional domains with a self-similar fractal boundary . The fractal boundary is supplied with a probability measur...
Yves Achdou, Nicoletta Tchou
PAKDD
2004
ACM
94views Data Mining» more  PAKDD 2004»
14 years 4 months ago
Self-Similar Mining of Time Association Rules
Although the task of mining association rules has received considerable attention in the literature, algorithms to find time association rules are often inadequate, by either miss...
Daniel Barbará, Ping Chen, Zohreh Nazeri
COCOON
2008
Springer
14 years 16 days ago
Dimensions of Points in Self-similar Fractals
We use nontrivial connections between the theory of computing and the finescale geometry of Euclidean space to give a complete analysis of the dimensions of individual points in f...
Jack H. Lutz, Elvira Mayordomo
CSB
2005
IEEE
205views Bioinformatics» more  CSB 2005»
14 years 4 months ago
Fractal Clustering for Microarray Data Analysis
DNA microarray experiments generate a substantial amount of information about global gene expression. Gene expression profiles can be represented as points in multi-dimensional sp...
Lu-Yong Wang, Ammaiappan Balasubramanian, Amit Cha...
ICDE
2000
IEEE
120views Database» more  ICDE 2000»
15 years 3 days ago
Deflating the Dimensionality Curse Using Multiple Fractal Dimensions
Nearest neighbor queries are important in many settings, including spatial databases (Find the k closest cities) and multimedia databases (Find the k most similar images). Previou...
Bernd-Uwe Pagel, Flip Korn, Christos Faloutsos