Project 3736: W. Petryshen, C. M. Henderson, K. De Baets, E. Jarochowska. 2020. Evidence of parallel evolution in the dental elements of Sweetognathus conodonts. Proceedings of the Royal Society B: Biological Sciences. 287 (1939):20201922.
Specimen: † Sweetognathus binodosus (:Melville_040)
View: P1 element

Abstract

The repeated emergence of similar morphologies in the dental elements of Permian Sweetognathus conodonts has been a hypothesized example of parallel evolution. To test if morphological parallelisms occur between isolated Sweetognathus lineages, this study uses 2D-based geometric morphometrics combined with a revised and expanded phylogeny of Permian Sweetognathus conodonts to quantify dental element trait distributions and compare the phenotypic trajectories between lineages. A hierarchical clustering method was used to identify recurrent species pairs based on principal component scores describing their morphological variation, with the further incorporation of widely used ecological metrics such as limiting similarity and morphological overlap. Our research implies that a major contributor to conodont diversity in Palaeozoic marine trophic networks is the emergence of recurrent parallel morphologies via disruptive and directional selection. This study illustrates the mechanisms through which conodonts achieved their status as hyper-diverse predators and scavengers, contributing substantially to the complexity of Palaeozoic marine communities.


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Article DOI: 10.1098/rspb.2020.1922

Project DOI: 10.7934/P3736, http://dx.doi.org/10.7934/P3736
This project contains
  • 114 Media
  • 9 Taxa
  • 61 Specimens
Total size of project's media files: 290.45M

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MorphoBank Project 3736
  • Creation Date:
    23 May 2020
  • Publication Date:
    03 November 2020
  • Media downloads: 92

    Authors' Institutions

    • University of Calgary

    • Friedrich-Alexander-Universität Erlangen-Nürnberg



    Members

    member name taxa specimens media
    Emilia Jarochowska
    Project Administrator
    1054
    Wyatt Petryshen
    Full membership
    86160


    Project has no matrices defined.



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    Total downloads from project188
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    Project downloads96