A reaction–diffusion system modeling predator–prey with prey-taxis BE Ainseba, M Bendahmane, A Noussair Nonlinear Analysis: Real World Applications 9 (5), 2086-2105, 2008 | 187 | 2008 |

On a population dynamics control problem with age dependence and spatial structure BE Ainseba, M Langlais Journal of mathematical analysis and applications 248 (2), 455-474, 2000 | 81 | 2000 |

A model for ovine brucellosis incorporating direct and indirect transmission BE Aïnseba, C Benosman, P Magal Journal of biological dynamics 4 (1), 2-11, 2010 | 79 | 2010 |

Dehydration kinetics and modelling E Kompany, J Benchimol, K Allaf, B Ainseba, JM Bouvier Drying Technology 11 (3), 451-470, 1993 | 78 | 1993 |

Local exact controllability of the age‐dependent population dynamics with diffusion B Ainseba, S Anita Abstract and Applied Analysis 6 (6), 357-368, 2001 | 62 | 2001 |

Exact and approximate controllability of the age and space population dynamics structured model BE Ainseba Journal of mathematical analysis and applications 275 (2), 562-574, 2002 | 57 | 2002 |

Optimal control for a nonlinear age-structured population dynamics model BE Ainseba, S Anita, M Langlais Southwest Texas State University, Department of Mathematics, 2003 | 53 | 2003 |

Optimal control for resistance and suboptimal response in CML BE Aïnseba, C Benosman Mathematical biosciences 227 (2), 81-93, 2010 | 51 | 2010 |

Internal stabilizability for a reaction–diffusion problem modeling a predator–prey system BE Ainseba, S Aniţa Nonlinear Analysis: Theory, Methods & Applications 61 (4), 491-501, 2005 | 47 | 2005 |

Exact controllability of a nonlinear population-dynamics problem BE Ainseba, M Iannelli | 39 | 2003 |

An innovative multistage, physiologically structured, population model to understand the European grapevine moth dynamics B Ainseba, D Picart, D Thiéry Journal of Mathematical analysis and Applications 382 (1), 34-46, 2011 | 36 | 2011 |

Internal exact controllability of the linear population dynamics with diffusion. BE Ainseba, S Anita Electronic Journal of Differential Equations (EJDE)[electronic only] 2004 …, 2004 | 35 | 2004 |

Global dynamics of hematopoietic stem cells and differentiated cells in a chronic myeloid leukemia model BE Aïnseba, C Benosman Journal of mathematical biology 62, 975-997, 2011 | 26 | 2011 |

Exact null controllability of the Lobesia botrana model with diffusion Y He, BE Ainseba Journal of Mathematical Analysis and Applications 409 (1), 530-543, 2014 | 23 | 2014 |

Optimal screening in structured SIR epidemics B Ainseba, M Iannelli Mathematical Modelling of Natural Phenomena 7 (3), 12-27, 2012 | 23 | 2012 |

Parameter identification in multistage population dynamics model D Picart, B Ainseba Nonlinear Analysis: Real World Applications 12 (6), 3315-3328, 2011 | 22 | 2011 |

Sensing of airborne infochemicals for green pest management: what is the challenge? P Ivaskovic, BE Ainseba, Y Nicolas, T Toupance, P Tardy, D Thiéry ACS sensors 6 (11), 3824-3840, 2021 | 21 | 2021 |

Null controllability of a population dynamics with degenerate diffusion BE Ainseba, Y Echarroudi, L Maniar | 21 | 2013 |

A mathematical analysis of a predator-prey system in a highly heterogeneous environment BE Ainseba, F Heiser, M Langlais | 21 | 2002 |

Application des sentinelles à l'identification des pollutions dans une rivière BE Ainseba, JP Kernevez, R Luce ESAIM: Mathematical Modelling and Numerical Analysis 28 (3), 297-312, 1994 | 21 | 1994 |