Mathematical models in population biology and epidemiology F Brauer, C Castillo-Chavez, C Castillo-Chavez Springer 2, 508, 2012 | 3776 | 2012 |

Mathematical epidemiology F Brauer, P Van den Driessche, LJS Allen Springer 1945, 3-17, 2008 | 1329* | 2008 |

The qualitative theory of ordinary differential equations: an introduction F Brauer, JA Nohel Courier Corporation, 1989 | 690 | 1989 |

Compartmental models in epidemiology F Brauer Mathematical epidemiology, 19-79, 2008 | 524 | 2008 |

Mathematical models in epidemiology F Brauer, C Castillo-Chavez, Z Feng Springer, 2019 | 480 | 2019 |

Modelling strategies for controlling SARS outbreaks AB Gumel, S Ruan, T Day, J Watmough, F Brauer, P Van den Driessche, ... Proceedings of the Royal Society of London. Series B: Biological Sciences …, 2004 | 429 | 2004 |

Mathematical epidemiology: Past, present, and future F Brauer Infectious Disease Modelling 2 (2), 113-127, 2017 | 366 | 2017 |

Models for transmission of disease with immigration of infectives F Brauer, P van den Driessche Mathematical Biosciences 171 (2), 143-154, 2001 | 299 | 2001 |

Backward bifurcations in simple vaccination models F Brauer Journal of Mathematical Analysis and Applications 298 (2), 418-431, 2004 | 225 | 2004 |

Simple models for containment of a pandemic J Arino, F Brauer, P van den Driessche, J Watmough, J Wu Journal of the Royal Society Interface 3 (8), 453-457, 2006 | 207 | 2006 |

The Kermack–McKendrick epidemic model revisited F Brauer Mathematical biosciences 198 (2), 119-131, 2005 | 189 | 2005 |

Stability regions in predator-prey systems with constant-rate prey harvesting F Brauer, AC Soudack Journal of Mathematical Biology 8 (1), 55-71, 1979 | 182 | 1979 |

A model for influenza with vaccination and antiviral treatment J Arino, F Brauer, P Van Den Driessche, J Watmough, J Wu Journal of theoretical biology 253 (1), 118-130, 2008 | 175 | 2008 |

Stability regions and transition phenomena for harvested predator-prey systems F Brauer, AC Soudack Journal of Mathematical Biology 7 (4), 319-337, 1979 | 170 | 1979 |

A discrete epidemic model for SARS transmission and control in China Y Zhou, Z Ma, F Brauer Mathematical and Computer Modelling 40 (13), 1491-1506, 2004 | 156 | 2004 |

A final size relation for epidemic models J Arino, F Brauer, P van den Driessche, J Watmough, J Wu Mathematical Biosciences & Engineering 4 (2), 159, 2007 | 155 | 2007 |

Perturbations of nonlinear systems of differential equations F Brauer Journal of Mathematical Analysis and Applications 14 (2), 198-206, 1966 | 153 | 1966 |

Ordinary differential equations: a first course F Brauer, JA Nohel Addison Wesley Longman, 1973 | 150 | 1973 |

Models for the spread of universally fatal diseases F Brauer Journal of mathematical biology 28 (4), 451-462, 1990 | 135 | 1990 |

Some simple epidemic models F Brauer Mathematical Biosciences & Engineering 3 (1), 1, 2006 | 132 | 2006 |