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1000 Titel
  • Automatic selection of partitioning schemes for phylogenetic analyses using iterative k-means clustering of site rates
1000 Autor/in
  1. Frandsen, Paul B. |
  2. Calcott, Brett |
  3. Mayer, Christoph |
  4. Lanfear, Robert |
1000 Erscheinungsjahr 2015
1000 LeibnizOpen
1000 Art der Datei
1000 Publikationstyp
  1. Artikel |
1000 Online veröffentlicht
  • 2015-02-10
1000 Erschienen in
1000 Quellenangabe
  • 15:13
1000 FRL-Sammlung
1000 Copyrightjahr
  • 2015
1000 Lizenz
1000 Verlagsversion
  • https://doi.org/10.1186/s12862-015-0283-7 |
  • https://www.ncbi.nlm.nih.gov/pmc/articles/PMC4327964/ |
1000 Publikationsstatus
1000 Begutachtungsstatus
1000 Sprache der Publikation
1000 Abstract/Summary
  • BACKGROUND: Model selection is a vital part of most phylogenetic analyses, and accounting for the heterogeneity in evolutionary patterns across sites is particularly important. Mixture models and partitioning are commonly used to account for this variation, and partitioning is the most popular approach. Most current partitioning methods require some a priori partitioning scheme to be defined, typically guided by known structural features of the sequences, such as gene boundaries or codon positions. Recent evidence suggests that these a priori boundaries often fail to adequately account for variation in rates and patterns of evolution among sites. Furthermore, new phylogenomic datasets such as those assembled from ultra-conserved elements lack obvious structural features on which to define a priori partitioning schemes. The upshot is that, for many phylogenetic datasets, partitioned models of molecular evolution may be inadequate, thus limiting the accuracy of downstream phylogenetic analyses. RESULTS: We present a new algorithm that automatically selects a partitioning scheme via the iterative division of the alignment into subsets of similar sites based on their rates of evolution. We compare this method to existing approaches using a wide range of empirical datasets, and show that it consistently leads to large increases in the fit of partitioned models of molecular evolution when measured using AICc and BIC scores. In doing so, we demonstrate that some related approaches to solving this problem may have been associated with a small but important bias. CONCLUSIONS: Our method provides an alternative to traditional approaches to partitioning, such as dividing alignments by gene and codon position. Because our method is data-driven, it can be used to estimate partitioned models for all types of alignments, including those that are not amenable to traditional approaches to partitioning.
1000 Sacherschließung
lokal K-means
lokal UCE’s
lokal Ultra-conserved elements
lokal Partitionfinder
lokal Partitioning
lokal Model selection
lokal Phylogenetics
lokal Clustering
lokal Phylogenomics
1000 Fachgruppe
  1. Biologie |
1000 Fächerklassifikation (DDC)
1000 Liste der Beteiligten
  1. https://frl.publisso.de/adhoc/creator/RnJhbmRzZW4sIFBhdWwgQi4=|https://frl.publisso.de/adhoc/creator/Q2FsY290dCwgQnJldHQ=|http://orcid.org/0000-0001-5104-6621|https://frl.publisso.de/adhoc/creator/TGFuZmVhciwgUm9iZXJ0
1000 Label
1000 Förderer
  1. Google
  2. National Evolutionary Synthesis Center (NESCent)
  3. Department of Entomology at Rutgers University
  4. Germany academic exchange service (DAAD)
  5. National Science Foundation (NSF)
  6. Australian Research Council
1000 Fördernummer
  1. -
  2. -
  3. -
  4. -
  5. DEB 0816865
  6. -
1000 Förderprogramm
  1. Google Summer of Code
  2. NESCent Phyloinformatics Summer of Code; short-term visitor
  3. Thomas J. Headlee fellowship
  4. -
  5. -
  6. -
1000 Dateien
1000 Objektart article
1000 Beschrieben durch
1000 @id frl:6408751.rdf
1000 Erstellt am 2018-07-16T09:48:46.905+0200
1000 Erstellt von 122
1000 beschreibt frl:6408751
1000 Bearbeitet von 122
1000 Zuletzt bearbeitet Thu Jan 30 16:43:32 CET 2020
1000 Objekt bearb. Mon Jul 16 09:49:48 CEST 2018
1000 Vgl. frl:6408751
1000 Oai Id
  1. oai:frl.publisso.de:frl:6408751 |
1000 Sichtbarkeit Metadaten public
1000 Sichtbarkeit Daten public
1000 Gegenstand von

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