Phenotypic integration without modularity: testing hypotheses about the distribution of pleiotropic quantitative trait loci in a continuous space
CC Roseman, JP Kenny-Hunt, JM Cheverud - Evolutionary Biology, 2009 - Springer
… phenotypic integration in general and how pleiotropic QTL contribute phenotypic integration
… in favor of using the empirical patterns of integration to guide our investigation. We provide …
… in favor of using the empirical patterns of integration to guide our investigation. We provide …
The macroevolutionary consequences of phenotypic integration: from development to deep time
… integration can influence both the trajectory and magnitude of response to selection. We
further demonstrate that phenotypic integration … may zip around within that space at any speed, …
further demonstrate that phenotypic integration … may zip around within that space at any speed, …
[PDF][PDF] The macroevolution of phenotypic integration
GJ Eble - Phenotypic integration: studying the ecology and …, 2004 - Citeseer
… to reside in genotypic space, and phenotypic integration stands as a … phenotype and
phenotypic integration are both observational objects and causal subjects. Phenotypic integration …
phenotypic integration are both observational objects and causal subjects. Phenotypic integration …
Phenotypic integration: studying the ecology and evolution of complex phenotypes
M Pigliucci - Ecology letters, 2003 - Wiley Online Library
… phenotypic integration as an adaptation or as a constraint? Most early authors studying
integration… in a continuous dialectic throughout evolutionary history. On the one hand, patterns of …
integration… in a continuous dialectic throughout evolutionary history. On the one hand, patterns of …
The evolution of phenotypic integration: How directional selection reshapes covariation in mice
… The multivariate phenotypic mean is a vector consisting of … space for the phenotypic
divergence between the two-way divergent selections, we calculated the vector of mean phenotypic …
divergence between the two-way divergent selections, we calculated the vector of mean phenotypic …
The integrated phenotype
CJ Murren - Integrative and Comparative Biology, 2012 - academic.oup.com
… Phenotypic integration refers to the relationships among multiple characters of a complex
phenotype… In this review, I summarize a brief history of the concept of phenotypic integration in …
phenotype… In this review, I summarize a brief history of the concept of phenotypic integration in …
Developmental dynamics and G-matrices: Can morphometric spaces be used to model phenotypic evolution?
PD Polly - Evolutionary biology, 2008 - Springer
… of phenotypic changes directly in morphospaces is realistic because trajectories traced in
such spaces describe continuous gradations in the phenotype … by all the phenotypes being …
such spaces describe continuous gradations in the phenotype … by all the phenotypes being …
Solving the grand challenge of phenotypic integration: allometry across scales
… Phenotypic integration is a concept related to the cascade of … involved in the integration
of phenotypic traits. Here, we … —solution to understand phenotypic integration is to examine …
of phenotypic traits. Here, we … —solution to understand phenotypic integration is to examine …
Integration drives rapid phenotypic evolution in flatfishes
KM Evans, O Larouche, SJ Watson… - Proceedings of the …, 2021 - National Acad Sciences
… in the colonization of novel trait space, that was aided by strong integration that coordinated
shape changes across the skull. Our findings suggest that integration plays a major role in …
shape changes across the skull. Our findings suggest that integration plays a major role in …
A continuous phenotype space model of cancer evolution
D Masip, A Korobeinikiov - Journal of Physics: Conference …, 2017 - iopscience.iop.org
… in a continuous variant space. In this notice we assume that the variant space is one-…
also represented by their density in the same continuous space of variants. We denote by x(t…
also represented by their density in the same continuous space of variants. We denote by x(t…
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