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2007
DOI: 10.1186/1471-2105-8-213
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Three-Dimensional Phylogeny Explorer: Distinguishing paralogs, lateral transfer, and violation of "molecular clock" assumption with 3D visualization

Abstract: Background: Construction and interpretation of phylogenetic trees has been a major research topic for understanding the evolution of genes. Increases in sequence data and complexity are creating a need for more powerful and insightful tree visualization tools.

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Cited by 9 publications
(2 citation statements)
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“…Computational inference of species trees from gene trees 31 can now employ a rapidly growing array of methods 32 . When applied to multigene studies, the challenge of visualizing many gene trees 11,17 may be best guided by the image of a “cloudigram” 29 rather than simple lineal trees and, apart from networks and ordination 14 , visualizations such as rotatable three-dimensional trees 33 and tanglegrams 34 become relevant.…”
Section: Visualizing Infraspecific Relationshipsmentioning
confidence: 99%
“…Computational inference of species trees from gene trees 31 can now employ a rapidly growing array of methods 32 . When applied to multigene studies, the challenge of visualizing many gene trees 11,17 may be best guided by the image of a “cloudigram” 29 rather than simple lineal trees and, apart from networks and ordination 14 , visualizations such as rotatable three-dimensional trees 33 and tanglegrams 34 become relevant.…”
Section: Visualizing Infraspecific Relationshipsmentioning
confidence: 99%
“…Here a different set of evolutionary events is considered including cospeciation events, duplications, extinctions and host switches. Few tools are currently available to visualize reconciliations: Tarzan/CoRe-PA (Merkle et al, 2005), Jane (Conow et al, 2010) and PrIMETV (Sennblad et al, 2007) packages use a two dimensional Euclidean slanted layout for the representation of reconciliations; the 3DPE editor (Kim et al, 2007) uses a 2.5D representation of a slanted layout, crossing species (X) vs. evolutionary distance (Y) vs. paralogs (Z). In spite of these powerful tools for illustrating how a "guest" tree (e.g.…”
Section: Introductionmentioning
confidence: 99%