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CIMPA-UNESCO-MAURITANIA
School
Mathematical
Tools and Methods for the Analysis and the Regulation of Fisheries
Objectives : The main aim of the school is
to give an overview of mathematical and computer science methods used in the
modeling of fishery resources and aquatic ecosystems. We also want to
introduce some new tools from Control Theory and Games Theory that can be
useful for the management of fisheries. The other goal of this school is to initiate some collaborative researches
between mathematicians and fisheries scientists from African and northern
countries.
Scientific directors and coordinators: A. Iggidr (INRIA-Lorraine, France) and Isselkou OULD Ahmed Izid Bih
(Université de Nouakchott, Mauritanie)
Scientific committee: W. Getz (University of California at Berkeley, USA.), A. Iggidr (INRIA-Lorraine,
France), F. Maynou (Institut de Ciències del Mar, CMIMA-CSIC, Barcelona,
Espagne), Christian Mullon (IRD, France).
Organizing committee: Sidi Mohamed OULD SIDNA, Directeur de l'IMROP, Nouadhibou,
Mauritanie. Cheikh Abdellahi OULD INEJIH, IMROP, Nouadhibou, Mauritanie. Hassan HBID, Université Cadi Ayyad, Marrakech, Maroc. Abderrahman IGGIDR, INRIA-Lorraine, Metz, France. Isselkou Ould Ahmed Izid Bih, Faculté des Sciences et Techniques, Nouakchott,
Mauritanie. Ahmedou OULD HAOUBA, Doyen, Faculté des Sciences et Techniques, Nouakchott,
Mauritanie Mary Teuw NIANE, Université Gaston Berger, Saint-Louis, Sénégal Hamidou TOURE, Université de Ouagadougou, Burkina Faso.
Working languages: French, English
Date and location : July 11-24, 2005, Nouadhibou (Mauritania)
Scientific programme and speakers: - Basic concepts in Biological Oceanography: qualitative and
quantitative ecosystem indicators, Omar Ettahiri (INRH, Maroc) -Biomass harvesting theory with application to bioeconomic principles.
Beverton-and-Holt yield-per-recruit theory. Age structured harvesting models
with extensions to include nonlinear recruitment. Application of Monte-Carlo
simulation methods to stochastic analysis of models, Wayne M. Getz, ( University of California at Berkeley,USA). - Use of Partial Differential Equations in the modeling and the analysis of
fisheries systems, Hassan Hbid and Mohamed Khaldi (Université Cadi Ayyad, Marrakech, Maroc) - Methods of aggregation of variables in dynamical systems and applications to
population dynamics, Pierre Auger (IRD, UR "GEODES", Bondy, France) - Ecosystemic approach in fisheries, Christian Mullon (IRD, UR "GEODES", Bondy, France) -Individual and Agent based models in fisheries, Jean-Pierre Treuil (IRD, UR "GEODES", Bondy, France) - Introduction of basic notions of Games Theory with applications to the
management of aquatic resources, Odile Pourtallier (INRIA-Sophia Antipolis, France) - Notions of Control Theory with applications to the estimation and to the
regulation of fish stocks, Abderrahman Iggidr (INRIA-Lorraine, France), Jean-Luc Gouzé (INRIA-Sophia
Antipolis, France) and Suzanne Touzeau (INRA, Jouy-en-Josas,
France) - Spatialized fisheries models. The ISIS-Fish example, Hilaire Drouineau (IFREMER,
département EMH, Nantes, France)
Prerequisites : The school is intended to students and researchers in applied mathematics,
physics, and biology as well as to scientists and professionals involved in
the management of fisheries. Basic background in linear algebra and dynamical
systems will be useful.

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