[1] |
An, M. Y.: Logconcavity versus logconvexity: A complete characterization. Journal of economic theory 80, 350-369 (1998) · Zbl 0911.90071 |

[2] |
Bacci, G.: Sex determination. (1965) |

[3] |
Beirlant, J.; Goegebeur, Y.; Segers, J.; Teugels, J.: Statistics of extremes. Theory and applications. (2004) · Zbl 1070.62036 |

[4] |
Bull, J. J.: Evolution of environmental sex determination from genotypic sex determination. Heredity 47, 173-184 (1981) |

[5] |
Bull, J. J.; Charnov, E. L.: Enigmatic reptilian sex ratios. Evolution 43, 1561-1566 (1989) |

[6] |
Bulmer, M. G.; Bull, J. J.: Models of polygenic sex determination and sex ratio control. Evolution 36, 13-26 (1982) |

[7] |
Cherfas, J.; Gribbin, J.: The redundant male. (1985) |

[8] |
Edlund, L.: Son preference, sex ratios, and marriage patterns. Journal of political economy 107, 1275-1302 (1999) |

[9] |
Embrechts, P.; Klüppelberg, C.; Mikosch, T.: Modelling extremal events for insurance and finance. (1997) |

[10] |
Gabaix, X., Ibragimov, R., 2007. Rank-1/2: a simple way to improve the OLS estimation of tail exponents. Harvard Institute of Economic Research Discussion Paper No. 2106. Available at http://www.economics.harvard.edu/faculty/ibragimov/files/LogLogRevised2.pdf |

[11] |
Grant, V. J.: Sex determination and the maternal dominance hypothesis. Human reproduction 11, 2371-2375 (1996) |

[12] |
Ibragimov, R., 2005. New majorization theory in economics and martingale convergence results in econometrics. Ph.D. dissertation, Yale University. Available at http://www.economics.harvard.edu/faculty/ibragimov/files/Dissertation.pdf |

[13] |
Ibragimov, R.: Efficiency of linear estimators under heavy-tailedness: convolutions of ${\alpha}$-symmetric distributions. Econometric theory 23, 501-517 (2007) · Zbl 1237.62042 |

[14] |
Ibragimov, R.: Thou shalt not diversity: why two of every sort?. Journal of applied probability 44, 58-70 (2007) · Zbl 1136.60010 |

[15] |
Ibragimov, R.; Walden, J.: The limits of diversification when losses May be large. Journal of banking and finance 31, 2551-2569 (2007) |

[16] |
James, W. H.: Parental dominance/social status, hormone levels, and sex ratio of offspring. Reproductive and interpersonal aspects of dominance and status 2, 63-74 (1994) |

[17] |
James, W. H.: What stabilizes the sex ratio?. Annals of human genetics 59, 243-249 (1995) |

[18] |
James, W. H.: Evidence that mammalian sex ratios at birth are partially controlled by parental hormone levels at the time of conception. Journal of theoretical biology 180, 271-286 (1996) |

[19] |
James, W. H.: A potential mechanism for sex ratio variation in mammals. Journal of theoretical biology 189, 253-255 (1997) |

[20] |
Janzen, F. J.; Paukstis, G. L.: Environmental sex determination in reptiles: ecology, evolution, and experimental design. The quarterly review of biology 66, 149-179 (1991) |

[21] |
Karlin, S.: Mathematical models, problems, and controversies of evolutionary theory. American mathematical society. Bulletin. new series 10, 221-274 (1984) · Zbl 0552.92013 |

[22] |
Karlin, S.: Stochastic comparisons between means and medians for i.i.d. Random variables. The art of statistical science. A tribute to G. S. Watson (1992) |

[23] |
Karlin, S.; Lessard, S.: Theoretical studies on sex ratio evolution. (1986) |

[24] |
Marshall, A. W.; Olkin, I.: Inequalities: theory of majorization and its applications. (1979) · Zbl 0437.26007 |

[25] |
Oster, E.: Hepatitis B and the case of the missing women. Journal of political economy 113, 1163-1216 (2005) |

[26] |
Zolotarev, V. M.: One-dimensional stable distributions. (1986) · Zbl 0589.60015 |