Author | Jacquard, Albert. author |
---|---|
Title | The Genetic Structure of Populations [electronic resource] / by Albert Jacquard |
Imprint | Berlin, Heidelberg : Springer Berlin Heidelberg, 1974 |
Connect to | http://dx.doi.org/10.1007/978-3-642-88415-3 |
Descript | XVIII, 572 p. 8 illus. online resource |
The Individual -- The Population -- General Bibliography -- 1 Basic Facts and Concepts -- 1. The Foundations of Genetics -- 2. Basic Concepts and Notation. Genetic Structure of Populations and of Individuals -- 2 A Reference Model: Absence of Evolutionary Factors -- 3. The Hardy-Weinberg Equilibrium for one Locus -- 4. The Equilibrium for Two Loci -- 5. The Inheritance of Quantitative Characters -- 6. Genetic Relationships between Relatives -- 7. Overlapping Generations -- 3 The Causes of Evolutionary Changes in Populations -- 8. Finite Populations -- 9. Deviations from Random Mating -- 10. Selection -- 11. Mutation -- 12. Migration -- 13. The Combined Effects of Different Evolutionary Forces -- 4 The Study of Human Population Structure -- 14. Genetic Distance. I. Basic Concepts and Methods -- 15. Genetic Distance. II. The Representation of Sets of Objects -- 16. Some Studies of Human Populations -- Conclusion -- Appendix A. Linear Difference Equations -- 1. Definitions -- 2. The Solution of Linear Difference Equations -- Appendix B. Some Definitions and Results in Matrix Algebra -- 1. Definitions -- 1.1. Types of Matrix -- 1.2. The Determinant of a Matrix -- 1.3. Matrix Addition and Multiplication -- 2. Diagonalisation of a Square Matrix -- 2.1. The Powers of a Matrix -- 2.2. The Eigenvalues of a Matrix -- 3. The Spectral Analysis of a Matrix -- 4. Real Symmetric Matrices -- 4.1. The Eigenvalues of a Real Symmetric Matrix are all Real -- 4.2. The Eigenvectors of a Real Symmetric Matrix Corresponding to Distinct Eigenvalues are Orthogonal -- 5. Stochastic Matrices -- 5.1. The Eigenvalues of Stochastic Matrices -- 5.2. The Spectral Analysis of a Stochastic Matrix -- References