S. Andersen, Calculation of response and variance reduction due to multi-stage and multiple trait selection, Anim Prod, vol.58, pp.1-9, 1994.

M. G. Bulmer, The effect of selection on genetic variability, Am Nat, vol.105, pp.201-211, 1971.

M. G. Bulmer, The Mathematical Theory of Quantitative Genetics, 1980.

H. Chapuis, Application des nouvelles m6thodes d'evaluation g6n6tique a la conduite d'un schema de selection de la dinde industrielle, 1997.

H. Chapuis, M. Tixier-boichard, Y. Delabrosse, and V. Ducrocq, Multivariate restricted maximum likelihood estimation of genetic parameters for production traits in three selected turkey strains, Genet Sel Evol, vol.28, pp.299-317, 1996.
URL : https://hal.archives-ouvertes.fr/hal-00894130

W. G. Cochran, Improvement by means of selection, Proceedings of the Second Berkeley Symposium on Mathematical Statistics and Probability, pp.449-470, 1951.

P. P. Cotterill and J. W. James, Optimizing two-stage independent culling selection in tree and animal breeding, Theor Appl Genet, vol.59, pp.67-72, 1981.

J. Dekkers, Asymptotic response to selection on best linear unbiased predictors of breeding values, Anim Prod, vol.54, pp.351-360, 1992.

V. Ducrocq, Consequences sur le progrès g6n6tique laitier d'une selection sur des caractères secondaires chez les bovins, Genet Sel Evol, vol.16, pp.467-490, 1984.

V. Ducrocq and J. J. Colleau, Interest in quantitative genetics of Dutt's and Deak's methods for numerical computations of multivariate normal probability integrals, Genet SeL Evol, vol.18, pp.447-474, 1986.

V. Ducrocq and J. J. Colleau, Optimum truncation points for independent culling level selection on a multivariate normal distribution, with an application to dairy cattle selection, Genet Sel Evol, vol.21, pp.185-198, 1989.
URL : https://hal.archives-ouvertes.fr/hal-00489744

V. Ducrocq and R. L. Quaas, Prediction of genetic response to truncation selection across generations, J Dairy Sci, vol.71, pp.2543-2553, 1988.
URL : https://hal.archives-ouvertes.fr/hal-02722568

J. E. Dutt, A representation of multivariate probability integrals by integral transforms, Biometrika, vol.60, pp.637-645, 1973.

B. Goffinet and J. M. Elsen, Crit6re optimal de selection: quelques r6sultats g6n6raux, Genet Sel Evol, vol.16, pp.307-318, 1984.

C. R. Henderson, Best linear unbiased estimation and prediction under a selection model, Biometrics, vol.31, pp.423-449, 1975.

C. R. Henderson, Best linear unbiased prediction in populations that have undergone selection, World Congress of Sheep and Beef Cattle Breeding, vol.1, pp.191-200, 1982.

J. P. Jain and V. N. Amble, Improvement through selection at successive stages, J Indian Soc Agric Stat, vol.14, pp.88-109, 1962.

J. W. James, Determination of optimal selection policies, J Anim Breed Genet, vol.104, pp.23-27, 1987.

J. L. Lush, Chance as a cause of gene frequency change within pure breeds of livestock, Ames Lush JL, vol.80, pp.318-342, 1945.

K. E. Nestor, D. O. Noble, J. Zhu, and Y. Moritsu, Direct and correlated responses to longterm selection for increased body weight and egg production in turkeys, Poult Sci, vol.75, pp.1180-1191, 1996.

F. Phocas, Modélisation et optimisation de programmes de selection sur la croissance en races bovines allaitantes, 1995.

F. Phocas, J. J. Colleau, and F. M6nissier, Expected efficiency of selection for growth in a French beef cattle breeding scheme. II Prediction of asymptotic genetic gain in a heterogeneous population, Genet Sel Evol, vol.27, pp.171-188, 1995.
URL : https://hal.archives-ouvertes.fr/hal-00894086