K1MA6W14 : Biomodélisation
Cours d'introduction :
(Le cours suit en partie les livres de L.J.S. Allen, L.E. Edelstein-Keshet et J.D. Murray.)
Bibliographie succincte :
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L. J. S. Allen,
An introduction to Mathematical Biology,
Pearson Prentice Hall (2007).
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L. Edelstein-Keshet,
Mathematical Models in Biology,
Classics in Applied Mathematics, Vol. 46 (2005), SIAM.
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S. P. Ellner,J. Guckenheimer,
Dynamic model in biology,
Princeton University Press, (2006).
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F. C. Hoppensteadt, Analysis and Simulation of Chaotic Systems, Second
Edition, Applied Mathematical Sciences, Springer-Verlag, Vol. 94 (2001)
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R. May,A. MacLean, A. McLean(ed),
Theoretical ecology: principles and applications,
Third edition, Oxford University Press, (2007).
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J. D. Murray, Mathematical biology. Volume 1:
an introduction, Third edition, Interdisciplinary
Applied Mathematics, Springer Verlag, Vol. 17
(2001).
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J. D. Murray, Mathematical biology. II: spatial models and biomedical
applications, Third edition, Interdisciplinary
Applied Mathematics, Springer Verlag, Vol. 18 (2003)
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Microbiologie, Prescott, Harley, Klein, J. M. Wiley, L. M. Sherwood, C. J.
Woolverton, Editions De Boeck Université, (2010)
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S. H. Strogatz, Nonlinear dynamics and chaos : with applications to
physics, biology, chemistry and engineering, Perseus Books, (2000)
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C. H. Taubes,
Modeling Differential Equations in Biology,
Cambridge University Press, second edition (2008).
Ressources avancées en ligne :
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Europa :
Union Européenne
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FAO :
Food and Agriculture Organization of the United
Nations
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IPCC :
Intergovernmental Panel on Climat Change (GIEC :
Groupe d'experts intergouvernemental sur
l'évolution du climat
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WHO :
World Health Organization
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Site de Tom Brey : Virtual Handbook on
Population Dynamics
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FishBase :
A Global Information System on Fishes
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Ecopath with Ecosim :
a free ecological/ecosystem modeling software suit
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BioModels :
Base de données de modèles biologiques.