Abstract
In this paper, we describe and illustrate a tool for analyzing and visualizing sequence and distance data, called the splits-graph. The construction of this graph is based upon the split-decomposition technique which is a procedure to decompose a given metric defined on a finite set in a canonical way into a sum of simpler metrics. In a way, this technique is comparable to Fourier analysis which also decomposes a given object under consideration (that is a periodic signal) into a sum of simpler such objects, in a canonical way. The splits-graph and the theory behind it have been developed mainly in Bielefeld over the last 5 years. The procedure for producing splits-graphs implemented in the SPLITSTREE program is also described and it is available from the authors.
Cite
CITATION STYLE
Dress, A., Huson, D., & Moulton, V. (1996). Analyzing and visualizing sequence and distance data using SplitsTree. Discrete Applied Mathematics, 71(1–3), 95–109. https://doi.org/10.1016/S0166-218X(96)00059-5
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