In April 2016 Manchester eScholar was replaced by the University of Manchester’s new Research Information Management System, Pure. In the autumn the University’s research outputs will be available to search and browse via a new Research Portal. Until then the University’s full publication record can be accessed via a temporary portal and the old eScholar content is available to search and browse via this archive.

Related resources

University researcher(s)

    Academic department(s)

    Shape and Phylogeny

    Varon Gonzlez, Ceferino

    [Thesis]. Manchester, UK: The University of Manchester; 2014.

    Access to files

    Abstract

    Geometric morphometrics, the science about the study of shape,has developed much in the last twenty years. In this thesis I firststudy the reliability of the phylogenies built using geometricmorphometrics. The effect of different evolutionary models,branch-length combinations, dimensionality and degrees ofintegration is explored using computer simulations.Unfortunately in the most common situations (presence ofstabilizing selection, short distance between internal nodes andpresence of integration) the reliability of the phylogenies is verylow. Different empirical studies are analysed to estimate thedegree of evolutionary integration usually found in nature. Thisgives an idea about how powerful the effect of integration is overthe reliability of the phylogenies in empirical studies.Evolutionary integration is studied looking at the decrease ofvariance in the principal components of the tangent shape spaceusing the independent contrasts of shape. The results suggestthat empirical data usually show strong degrees of integration inmost of the organisms and structures analysed. These are badnews, since strong degree of integration has devastating effectsover the phylogenetic reliability, as suggested by oursimulations. However, we also propose the existence of othertheoretical situations in which strong integration may nottranslate into convergence between species, like perpendicularorientation of the integration patterns or big total variancerelative to the distance between species in the shape space.Finally, geometric morphometrics is applied to the study of theevolution of shape in proteins. There are reasons to think that,because of their modular nature and huge dimensionality,proteins may show different patterns of evolutionary integration.Unfortunately, proteins also show strong functional demands,which influence their evolution and that cause strong integrationpatterns. Integration is then confirmed as a widespread propertyin the evolution of shape, which causes poor phylogeneticestimates.

    Bibliographic metadata

    Type of resource:
    Content type:
    Form of thesis:
    Type of submission:
    Thesis title:
    Degree programme:
    PhD Evolutionary Biology
    Publication date:
    Location:
    Manchester, UK
    Total pages:
    163
    Abstract:
    Geometric morphometrics, the science about the study of shape,has developed much in the last twenty years. In this thesis I firststudy the reliability of the phylogenies built using geometricmorphometrics. The effect of different evolutionary models,branch-length combinations, dimensionality and degrees ofintegration is explored using computer simulations.Unfortunately in the most common situations (presence ofstabilizing selection, short distance between internal nodes andpresence of integration) the reliability of the phylogenies is verylow. Different empirical studies are analysed to estimate thedegree of evolutionary integration usually found in nature. Thisgives an idea about how powerful the effect of integration is overthe reliability of the phylogenies in empirical studies.Evolutionary integration is studied looking at the decrease ofvariance in the principal components of the tangent shape spaceusing the independent contrasts of shape. The results suggestthat empirical data usually show strong degrees of integration inmost of the organisms and structures analysed. These are badnews, since strong degree of integration has devastating effectsover the phylogenetic reliability, as suggested by oursimulations. However, we also propose the existence of othertheoretical situations in which strong integration may nottranslate into convergence between species, like perpendicularorientation of the integration patterns or big total variancerelative to the distance between species in the shape space.Finally, geometric morphometrics is applied to the study of theevolution of shape in proteins. There are reasons to think that,because of their modular nature and huge dimensionality,proteins may show different patterns of evolutionary integration.Unfortunately, proteins also show strong functional demands,which influence their evolution and that cause strong integrationpatterns. Integration is then confirmed as a widespread propertyin the evolution of shape, which causes poor phylogeneticestimates.
    Thesis main supervisor(s):
    Thesis co-supervisor(s):
    Language:
    en

    Institutional metadata

    University researcher(s):
    Academic department(s):

    Record metadata

    Manchester eScholar ID:
    uk-ac-man-scw:243016
    Created by:
    Varon Gonzlez, Ceferino
    Created:
    12th December, 2014, 12:44:18
    Last modified by:
    Varon Gonzlez, Ceferino
    Last modified:
    16th November, 2017, 14:24:35

    Can we help?

    The library chat service will be available from 11am-3pm Monday to Friday (excluding Bank Holidays). You can also email your enquiry to us.