
Evolution and Selection of Quantitative Traits
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Content
- Preface
- I
- Introduction
- 1: Changes in quantitative traits over time
- II
- Evolution at one and two loci
- 2: Neutral evolution in one- and two-locus systems
- 3: The genetic effective size of a population
- 4: The nonadaptive forces of evolution
- 5: The population genetics of selection
- 6: Theorems of natural selection: Results of Price, Fisher, and Robertson
- 7: Interaction of selection, mutation, and drift
- 8: Hitchhiking and selective sweeps
- 9: Using molecular data to detect selection: Signatures from recent single events
- 10: Using molecular data to detect selection: Signatures from multiple historical events
- III
- Drift and quantitative traits
- 11: Changes in genetic variance induced by drift
- 12: The neutral divergence of quantitative traits
- IV
- Short-term response on a single character
- 13: Short-term changes in the mean: 1. The breeder's equation
- 14: Short-term changes in the mean: 2. Truncation and threshold selection
- 15: Short-term changes in the mean: 3. Permanent versus transient response
- 16: Short-term changes in the variance: 1. Changes in the additive variance
- 17: Short-term changes in the variance: 2. Changes in environmental variance
- 18: Analysis of short-term selection experiments: 1. Least-squares approaches
- 19: Analysis of short-term selection experiments: 2. Mixed-model and bayesian approaches
- 20: Selection response in natural populations
- V
- Selection in structured populations
- 21: Family-based selection
- 22: Associative effects: Competition, social interactions, group and kin selection
- 23: Selection under inbreeding
- VI
- Population-genetic models of trait response
- 24: The infinitesimal model and its extensions
- 25: Long-term response: 1. Deterministic aspects
- 26: Long-term response: 2. Finite population size and mutation
- 27: Long-term response: 3. Adaptive walks
- 28: Maintenance of quantitative genetic variation
- VII
- Measuring selection on traits
- 29: Individual fitness and the measurement of univariate selecton
- 30: Measuring multivariate selection
- VIII
- Appendices
- A1: Diffusion theory
- A2: Introduction to Bayesian Analysis
- A3: Markov Chain Monte Carlo and Gibbs sampling
- A4: Multiple comparisons: Bonferroni corrections, false-discovery rates, and meta-analysis
- A5: The geometry of vectors and matrices: Eigenvalues and eigenvectors
- A6: Derivatives of vectors and vector-valued functions
- Literature Cited
- Author Index
- Organism and Trait Index
- Subject Index
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