The role of Mendelian genetics in strategic models on animal behaviour.

The authors combine known models for the evolution of (a) strategies in animal conflicts, and (b) gene frequencies for differential fecundity in order to relate the sociobiological notion of evolutionarily stable strategy with the genetic mechanism of Mendelian populations.

[1]  R. Selten A note on evolutionarily stable strategies in asymmetric animal conflicts. , 1980, Journal of theoretical biology.

[2]  C. Cannings,et al.  The Generalized War of Attrition , 1997 .

[3]  P. Taylor Evolutionarily stable strategies with two types of player , 1979, Journal of Applied Probability.

[4]  E. Pollak With selection for fecundity the mean fitness does not necessarily increase. , 1978, Genetics.

[5]  P. Taylor,et al.  Evolutionarily Stable Strategies and Game Dynamics , 1978 .

[6]  L. Penrose The meaning of fitness in human populations. , 1949, Annals of eugenics.

[7]  K Sigmund,et al.  A note on evolutionary stable strategies and game dynamics. , 1979, Journal of theoretical biology.

[8]  O. Kempthorne,et al.  Concepts of fitness in mendelian populations. , 1970, Genetics.

[9]  K. Hadeler,et al.  Selection models with fertility differences , 1975 .

[10]  C. Z. Roux Fecundity differences between mating pairs for a single autosomal locus, sex differences in viability and nonoverlapping generations. , 1977, Theoretical population biology.

[11]  E. Pollak Some models of genetic selection. , 1979, Biometrics.

[12]  J. Guckenheimer,et al.  Random evolutionarily stable strategies. , 1978, Theoretical population biology.

[13]  John Maynard Smith,et al.  The logic of asymmetric contests , 1976, Animal Behaviour.

[14]  J. M. Smith Will a Sexual Population Evolve to an Ess? , 1981, The American Naturalist.

[15]  W. Bodmer,et al.  Differential Fertility in Population Genetics Models. , 1965, Genetics.

[16]  P. Schuster,et al.  Coyness, philandering and stable strategies , 1981, Animal Behaviour.

[17]  W. Hines An evolutionarily stable strategy model for randomly mating diploid populations. , 1980, Journal of theoretical biology.

[18]  J. M. Smith The theory of games and the evolution of animal conflicts. , 1974, Journal of theoretical biology.