Sciweavers

15 search results - page 1 / 3
» Degenerating Families of Dendrograms
Sort
View
CLASSIFICATION
2008
84views more  CLASSIFICATION 2008»
13 years 11 months ago
Degenerating Families of Dendrograms
Dendrograms used in data analysis are ultrametric spaces, hence objects of nonarchimedean geometry. It is known that there exist p-adic representations of dendrograms. Completed b...
Patrick Erik Bradley
GFKL
2007
Springer
137views Data Mining» more  GFKL 2007»
14 years 2 months ago
Families of Dendrograms
A conceptual framework for cluster analysis from the viewpoint of p-adic geometry is introduced by describing the space of all dendrograms for n datapoints and relating it to the m...
Patrick Erik Bradley
CG
1999
Springer
13 years 10 months ago
Chaotic attractors and evolving planar symmetry
Building upon work which illustrated families of chaotic functions with planar symmetries, we explore evolving attractors from one symmetry type to another. We observe different wa...
Jeffrey P. Dumont, Flynn J. Heiss, Kevin C. Jones,...
ISMB
2000
14 years 11 days ago
Computation and Visualization of Degenerate Repeats in Complete Genomes
The repetitive structure of genomic DNA holds many secrets to be discovered. A systematic study of repetitive DNA on a genomic or inter-genomic scale requires extensive algorithmi...
Stefan Kurtz, Enno Ohlebusch, Chris Schleiermacher...
CSB
2003
IEEE
128views Bioinformatics» more  CSB 2003»
14 years 4 months ago
Degenerate Primer Design via Clustering
This paper describes a new strategy for designing degenerate primers for a given multiple alignment of amino acid sequences. Degenerate primers are useful for amplifying homologou...
Xintao Wei, David N. Kuhn, Giri Narasimhan