Abstract
Up till now we have examined populations, which mating system was panmixia. Though panmixia is wide-spread in natural populations, just as often various deviations from panmixia occur. For instance, they may be caused by different kinds of preference in mating, when individuals are more likely to form mating pairs by the principle of the greater kinship. It is well known the among birds that particular marriage ritual plays a great role in pair formation, and these behavior reactions are inherited controlled only by the genotype. In a word, everything the suits the saying ‘Gentlemen prefer blondes’ results in deviations from panmixia.
Access this chapter
Tax calculation will be finalised at checkout
Purchases are for personal use only
Preview
Unable to display preview. Download preview PDF.
Notes and Bibliography
Wright, S.: 1921, ‘Systems of Mating’, Genetics 6, 1,2, 111–178.
Wright, S.: 1943, ‘Isolation by Distance’, Genetics 28,2, 114–138
Wright, S.: 1946, ‘Isolation by Distance Under Diverse Systems of Mating’, Genetics 31, 1, 39–59.
Haldane, J.B.S.: 1939, ‘Inbreeding in Mendelian Populations with Special Reference to Human Cousin Marriage;, Ann. Eugenics 9, 321–340.
Bennett, J.H. and Binet, F.E.: 1956, ‘Association Between Mendelian Factors with Mixed Selfing and Random Mating’, Heredity 10, 1,51–55.
Scudo, F. and J. Ziegier: 1978, The Golden Age of Theoretical Ecology, 1923-1940, Springer, Berlin, p. 410–412)
Svirezhev, Yu.M.: 1972, ‘Mathematical Models in Population Genetics’ (Matematicheskye modeli v populyatsionnoi genetike), Review by the author of the doctor’s thesis, Institute of Biophysics, Acad. of Sci., U.S.S.R., Pushino. (In Russian)
Kaganova, O.Z. and Korzukhin, M.D.: 1977, Attempt to Reformulate the Equations of Mathematical Genetics in Terms of ‘Zygote Numbers’ (for Bisexual Populations) (Opyt pereformulirovki uravneniy matematicheskoy genetiki v peremennykh ‘chisla zygot’ (dlya dvupolykh populyatsiy)), Scientific Computer Center, Acad. of Sci., U.S.S.R., Pushino (In Russian).
Bernstein, F.: 1930, ‘Forgesetzte Untersuchungen aus der Theorie der Blutgruppen’, Z. Induct. Abst. Vererb. 56, 4, 233–273.
Wright, S.: 1922, ‘Coefficients of Inbreeding and Relationship’, Amer. Nat. 56, 330–338
Malecot, G.: 1948, Les Mathematiques de l’Heredite, Hermann et Cic; Paris. (English translation: 1969, The Mathematics of Heredity, Freeman, San Francisco, XVII, 88, p.
Malecot, G.: 1969, ‘Consanguinite Panmictique et Consanguinite Systematique. (Coefficients de Wright et Malecot)’, Ann. Genet. et Select. Anim. 1, 3,237–242
Fisher, PA 1949, The theory of inbreeding, Oliver and Boyd, Edingburg. 120 p.
Hanson, W.D.: 1966, ‘Effects of Partial Isolation (Distance), Migration and Different Fitness Requirement Among Enviromental Pockets Upon Steady State Gene Frequencies’, Biometrics 22, 3,453–468
Tallis, G.M.: 1966, ‘A Migration Model’, Biometrics 22, 1, 17–25.
Nagylaki, T.: 1977, Selection in One-anti Two-Locus Systems, Springer, Berlin, 208 p.
Svirezhev, Yu.M.: 1968, ‘Disturbed Panmixia in Populations (Narusheniye panmixia v populyatsiyakh)’, Genetika 4, 12, 120–129 (In Russian).
Fisher, RA.: 1937, ‘The Wave of Advance of Advantageous Genes’,Ann. Eugen. 7, 355–369.
Svirezhev, Yu.M.: 1968, ‘The Systems of Weakly Connected Populations’, Studia Biophysica 10, 1, 25–30.
Author information
Authors and Affiliations
Rights and permissions
Copyright information
© 1990 Kluwer Academic Publishers
About this chapter
Cite this chapter
Svirezhev, Y.M., Passekov, V.P. (1990). Populations with Deviations from Panmixia. In: Fundamentals of Mathematical Evolutionary Genetics. Mathematics and Its Applications, vol 22. Springer, Dordrecht. https://doi.org/10.1007/978-94-009-2589-2_6
Download citation
DOI: https://doi.org/10.1007/978-94-009-2589-2_6
Publisher Name: Springer, Dordrecht
Print ISBN: 978-94-010-7670-8
Online ISBN: 978-94-009-2589-2
eBook Packages: Springer Book Archive