[1] |
Aiello, W. G.; Freedman, H. I.: A time-delay model of single-species growth with stage structure. Math. biosci. 101, 139-153 (1990) · Zbl 0719.92017 |

[2] |
Aiello, W. G.; Freedman, H. I.; Wu, J.: A model of stage-structured population growth with density dependent time delay. SIAM J. Appl. math. 52 (1992) · Zbl 0760.92018 |

[3] |
Barclay, H. J.; Den Driessche, P. Van: A model for a single species with two life history stages and added morality. Ecol. model 11, 157-166 (1980) |

[4] |
Bélair, J.: Population models with state-dependent delays. Proc. 2nd int. Conf. mathematical population dynamics 131, 165-176 (1991) · Zbl 0749.92014 |

[5] |
Cao Y. & Freedman H.I., Global attractivity of a model for stage-structured population growth with density dependent time delay, Can. math. Bull. (to appear). |

[6] |
De Angelis, D. L.: Global asymptotic stability criteria for models of density-dependent population growth. J. theor. Biol. 50, 35-43 (1975) |

[7] |
De Angelis, D. L.; Goldstein, R. A.; O’neill, R. V.: A model for trophic interaction. Ecology 56, 881-982 (1975) |

[8] |
Fisher, M. E.; Goh, B. S.: Stability results for delayed-recruitment models in population dynamics. J. math. Biol. 19, 147-156 (1984) · Zbl 0533.92017 |

[9] |
Freedman, H. I.; Gopalsamy, K.: Global stability in time-delayed single species dynamics. Bull. math. Biol. 48, 485-492 (1986) · Zbl 0606.92020 |

[10] |
Hale, J. K.: Theory of functional differential equations. (1977) · Zbl 0352.34001 |

[11] |
Koselsov, Yu.S.: Properties of solutions of a class of equations with lag which describe the dynamics of change in the population of a species with age structure taken into account. Math. USSR-sb. 45, 91-100 (1983) |

[12] |
Landahi, H. D.; Hanson, B. D.: A three stage population model with cannibalism. Bull. math. Biol. 37, 11-17 (1975) |

[13] |
Murray, J. D.: Mathematical biology. Biomathematics 19 (1989) · Zbl 0682.92001 |

[14] |
May, R. M.; Conway, G. R.; Hassell, M. P.; Southwood, T. R. E.: Time delays, density dependence, and single-species oscillations. J. animal ecol. 43, 747-770 (1974) |

[15] |
Tognetti, K.: The two stage stochastic model. Math. biosci. 25, 195-204 (1975) · Zbl 0317.92026 |

[16] |
Webb, G. F.: Theory of nonlinear age-dependent population dynamics. (1985) · Zbl 0555.92014 |