The Geometry of Evolution: Adaptive Landscapes and Theoretical Morphospaces进化的几何学

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作者: George R. McGhee著

出 版 社:

出版时间: 2006-12-1字数:版次: 1页数: 200印刷时间: 2006/12/01开本: 16开印次: 1纸张: 胶版纸I S B N : 9780521849425包装: 精装编辑推荐

作者介绍:George R. McGhee

George McGhee is Professor of Paleobiology in the Department of Geological Sciences at Rutgers University, New Jersey. He is a past Fellow of the Konrad Lorenz Institute for Evolution and Cognition Research in Vienna, Austria.

内容简介

The metaphor of the adaptive landscape - that evolution via the process of natural selection can be visualized as a journey across adaptive hills and valleys, mountains and ravines - permeates both evolutionary biology and the philosophy of science. The focus of this book is to demonstrate to the reader that the adaptive landscape concept can be put into actual analytical practice through the usage of theoretical morphospaces - geometric spaces of both existent and non-existent biological form - and to demonstrate the power of the adaptive landscape concept in understanding the process of evolution. The adaptive landscape concept further allows us to take a spatial approach to the concepts of natural selection, evolutionary constraint and evolutionary development. For that reason, this book relies heavily on spatial graphics to convey the concepts developed within these pages, and less so on formal mathematics.

目录

Preface page xi

1 The concept of the adaptive landscape

What is an adaptive landscape?

Modelling evolution in adaptive landscapes

2 Modelling natural selection in adaptive landscapes

Visualizing natural selection

Modelling directional selection

Modelling stabilizing selection

Modelling disruptive selection

Modelling less-than-optimum evolution

Evolutionary topology of adaptive landscapes

Why has evolution not ceased?

Modelling environmental and ecological change

3 Modelling evolutionary phenomena in adaptive landscapes

Evolution in geological time

Modelling convergent evolution

Modelling iterative evolution

Modelling speciation by cladogenesis

Modelling hyperdimensionality in adaptive landscapes

Are adaptive landscapes of heuristic value only?

4 The concept of the theoretical morphospace

What is a theoretical morphospace?

Procedural phases of theoretical morphospace analyses

Creating theoretical morphospaces: an example

5 Analysing the role of adaptive evolution in theoretical morphospaces

Functional analysis in theoretical morphospace

Adaptive significance of existing and nonexistent ammonoid form

Adaptive significance of existing and nonexistent brachiopod form

Adaptive significance of existing and nonexistent plant form

6 Analysing evolutionary phenomena in theoretical morphospaces

Analysing evolution in geological time

Analysing convergent evolution in theoretical morphospace

Analysing iterative evolution in theoretical morphospace

Analysing biodiversity crises in theoretical morphospace

7 Evolutionary constraint in theoretical morphospace

Potential causes of empty morphospace

Modelling geometric constraint

Modelling functional constraint

Modelling phylogenetic constraint

Modelling developmental constraint

Analysing evolutionary constraint in theoretical morphospaces

Mapping geometric constraint boundaries

Mapping functional constraint boundaries

Analysing intrinsic constraints

Modelling the evolution of intrinsic constraints

Evolutionary constraint and the phenomenon of convergent evolution

Is the concept of phylogenetic constraint of heuristic value only?

8 Evolutionary development in theoretical morphospace

The concept of developmental constraint

Transformation theory and theoretical morphospaces

Epigenetic landscapes and theoretical morphospaces

Analysing development in theoretical morphospace

Theoretical developmental morphospaces?

How does an organism come to be?

9 There is much to be done …

Adaptive landscapes and theoretical morphospaces

Current progress in theoretical morphospace analyses

What more is to be done?

The re-emergence of the science of morphology

References

Index

 
 
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