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The Price equation and extended inheritance

Author:
  • Heikki Helanterä
  • Tobias Uller
Publishing year: 2010
Language: English
Pages: 101-101
Publication/Series: Philosophy and Theory in Biology
Volume: 2
Document type: Journal article

Abstract english

The presence of various mechanisms of non-genetic inheritance is one of the main problems for current evolutionary theory according to several critics. Sufficient empirical and conceptual reasons exist to take this claim seriously, but there is little consensus on the implications of multiple inheritance systems for evolutionary processes. Here we use the Price Equation as a starting point for a discussion of the differences between four recently proposed categories of inheritance systems; genetic, epigenetic, behavioral and symbolic. Specifically, we address how the components of the Price Equation encompass different non-genetic systems of inheritance in an attempt to clarify how the different systems are conceptually related. We conclude that the four classes of inheritance systems do not form distinct clusters with respect to their effect on the rate and direction of phenotypic change from one generation to the next in the absence or presence of selection. Instead, our analyses suggest that different inheritance systems can share features that are conceptually very similar, but that their implications for adaptive evolution nevertheless differ substantially as a result of differences in their ability to couple selection and inheritance.

Keywords

  • Biological Sciences

Other

Published
  • ISSN: 1949-0739
Tobias Uller
E-mail: tobias.uller [at] biol.lu.se

Professor

Evolutionary ecology

+46 46 222 30 94

E-C256

Sölvegatan 37, Lund

50

Research group

Experimental Evolution, Ecology & Behaviour

Projects

Doctoral students and postdocs

I am currently about to move to Lund from University of Oxford. For details about DPhil students and postdocs in my previous research group based at the Edward Grey Institute, please click here

Downloads & links

CV (pdf; 241 kB)