Literature DB >> 8347767

A coordinate-free approach to the analysis of growth patterns: models and theoretical considerations.

J T Richtsmeier1, S Lele.   

Abstract

Developmental biology holds keys to our understanding of morphological pattern formation whether these patterns are expressed in the fossil record or among extant species. Though much is known about osseous growth at the cellular level (e.g. Hall, 1991), we have minimal understanding of the coordinated processes that combine to produce a complex, three-dimensional form. We have proposed a framework for the coordinate-free representation of form, a statistical method for comparing and modelling growth trajectories for complex morphologies, and a means for the eventual elucidation of the role of growth in the evolution of morphology. Our method uses the coordinate locations of biological landmarks to represent form as a matrix of all possible linear distances between landmarks, the form matrix. When two forms are expressed in this way, comparison of these forms is accomplished by computing the ratios of like linear distances, the form difference matrix. When the forms being compared are from a growth series, the matrix of ratios is called a growth matrix. Patterns of growth for two groups can be compared by computing the growth difference matrix. We applied growth difference matrix analysis to the study of sexual dimorphism of ontogeny in the M. fascicularis craniofacial skeleton. Growth matrices describing growth in male and female M. fascicularis were presented along with the growth difference matrix that describes sexual dimorphism of growth to underscore the detailed information available from this analytical technique. The method is quite general and can be applied to two- or three-dimensional data sets of landmark coordinates (cross-sectional or longitudinal) collected from almost any developing structure. The methods that we propose enable us to go beyond a mathematical summary of the comparison of forms and the comparison of growth patterns. We provide examples of how growth patterns might be used in the study of phylogenetic relationships. Our plans for use of this method in the study of evolutionary change assumes that morphological change in the craniofacial skeleton results from evolutionary change in developmental units (as defined by Atchley & Hall, 1991) that underlie morphological structure. We believe we have the basic tools to ultimately propose informed phylogenies based solely on developmental data. This task requires the identification of 'growth features' and the polarization of these features as primitive or derived. It is also advisable to determine a set of primitive growth features for the groups of interest. This will necessitate the inclusion of outgroups in our growth analysis.(ABSTRACT TRUNCATED AT 400 WORDS)

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Year:  1993        PMID: 8347767     DOI: 10.1111/j.1469-185x.1993.tb00737.x

Source DB:  PubMed          Journal:  Biol Rev Camb Philos Soc        ISSN: 0006-3231


  18 in total

1.  [A method for constructing three-dimensional face symmetry reference plane based on weighted shape analysis algorithm].

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Review 2.  A century of development.

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3.  Studies on the craniofacial morphology of adult cleft patients using euclidean distance matrix analysis (EDMA): a cephalometric study.

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4.  Beyond the closed suture in apert syndrome mouse models: evidence of primary effects of FGFR2 signaling on facial shape at birth.

Authors:  Neus Martínez-Abadías; Christopher Percival; Kristina Aldridge; Cheryl A Hill; Timothy Ryan; Satama Sirivunnabood; Yingli Wang; Ethylin Wang Jabs; Joan T Richtsmeier
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5.  Visualizing patterns of craniofacial shape variation in Homo sapiens.

Authors:  Christoph P E Zollikofer; Marcia S Ponce De León
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6.  Comparison of craniofacial phenotype in craniosynostotic rabbits treated with anti-Tgf-beta2 at suturectomy site.

Authors:  Brenda C Frazier; Mark P Mooney; H Wolfgang Losken; Tim Barbano; Amr Moursi; Michael I Siegel; Joan T Richtsmeier
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7.  Central nervous system phenotypes in craniosynostosis.

Authors:  Kristina Aldridge; Jeffrey L Marsh; Daniel Govier; Joan T Richtsmeier
Journal:  J Anat       Date:  2002-07       Impact factor: 2.610

8.  Postnatal brain and skull growth in an Apert syndrome mouse model.

Authors:  Cheryl A Hill; Neus Martínez-Abadías; Susan M Motch; Jordan R Austin; Yingli Wang; Ethylin Wang Jabs; Joan T Richtsmeier; Kristina Aldridge
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9.  Activation of p38 MAPK pathway in the skull abnormalities of Apert syndrome Fgfr2(+P253R) mice.

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Journal:  BMC Dev Biol       Date:  2010-02-22       Impact factor: 1.978

10.  The pattern of endocranial ontogenetic shape changes in humans.

Authors:  Simon Neubauer; Philipp Gunz; Jean-Jacques Hublin
Journal:  J Anat       Date:  2009-06-15       Impact factor: 2.610

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