Philippe GROS L'espace dans les modèles de dynamique des populations
40
[47]
Holmes, E.E, 1993. Are diffusion models too simple ? A comparison with telegraph models of
invasion, Am. Nat. 142(5): 779 - 795.
[48]
Hooper, D.U., & P.M. Vitousek, 1997. The effects of plant composition and diversity on
ecosystem processes, Science, Wash. 277 (5330): 1302-1305.
[49]
Hutchinson, G.E., 1961. The paradox of the plankton, Am. Nat. 95 : 137-147.
[50]
Jeltsch, F., M.S. Müller, V. Grimm, C. Wissel, & R. Brandl, 1997. Pattern formation triggered
by rare events: lessons from the spread of rabies Proc. R. Soc. Lond. B264 : 495-503.
[51]
Kaneko, K., 1998. Diversity, stability, and metadynamics: remarks from coupled map studies,
pp. 27-45 in : Modeling spatiotemporal dynamics in ecology, Springer-Verlag ed., 230 p.
[52]
Keeling, M.J., D.A. Rand & A.J. Morris, 1997. Correlation models for childhood epidemics,
Proc. R. Soc. Lond. B264(1385): 1149-1156.
[53]
Keeling, M.J., 1999. The effects of local spatial structure on epidemiological invasion, Proc. R.
Soc. Lond. B266 : 859-867.
[54]
Keeling, M.J., 1999. Correlation equations for endemic deseases: externally imposed and internally
generated heterogeneity, Proc. R. Soc. Lond. B266 : 953-960.
[55]
Klausmeier, C.A., 1999. Regular and irregular patterns in semiarid vegetation, Science, Wash.
284(5421): 1826-1828.
[56]
Kooijman, S.A.L.M., 2000. Dynamic Energy and Mass Budgets in Biological Systems, Cambridge
University Press, 2
nd ed., 424 p.
[57]
Kot, M., W.M. Schaffer, G.L. Truty, D.J. Graser & L.F. Olsen, 1988. Changing criteria for
imposing order, Ecol. Modelling 43 : 75-110.
[58]
Kot, M., M.A. Lewis, P. van den Driessche, 1996. Dispersal data and the spread of invading
organisms, Ecology 77(7): 2027-2042.
[59]
Law, R., & U. Dieckmann, 2000. Moment approximations of individual-based models, chap. 14
pp. 252-270 in : Dieckmann, U., R. Law, & J.A.J. Metz, The Geometry of Ecological Interactions.
Symplifying spatial complexity, Cambridge University Press, 564 p.
[60]
Lebreton, J.-D., & G. Gonzalez-Davila, 1993. An introduction to models of subdivided populations,
Journal of Biological Systems 1(4): 389-423.
[61]
Lesieur, M., 1994. La Turbulence, Presses Universitaires de Grenoble, Coll. Grenoble Sciences, 262 p.
[62]
Levin, S.A ., & L.A. Segel, 1976. Hypothesis for origin of plankton patchiness, Nature, Lond.
259(5545): 659.
[63]
Levin S.A., & L.A. Segel, 1985. Pattern generation in space and aspect, SIAM Review 27(1): 45-67.
[64]
Levin, S.A., T.M. Powell, & J.H. Steele (Eds.), 1993. Patch Dynamics, Lecture Notes in
Biomathematics, vol. 96, Springer Verlag, 307 p.
[65]
Levin, S.A., B. Grenfell, A. Hastings & A.S. Perelson, 1997, Mathematical and computational
challenges in population biology and ecosystems science, Science, Wash. 275(5298): 334-343.
[66]
Lewis, M.A., 1997. Variability, patchiness, and jump dispersal in the spread of an invading
population, chap. 3, pp. 46-69 in : D. Tilman & P. Kareiva, Spatial Ecology. The role of space
in population dynamics and interspecific interactions, Princeton University Press, 368 p.
[67]
Lewis, M.A., & J.D. Murray, 1993. Modelling territoriality and wolf-deer interactions,
Nature,Lond. 366(6457): 738-740.
[68]
Lewis, M.A., K.A.J. White & J.D. Murray 1997. Analysis of a model for wolf territories, J. Math.
Biol. 35(7): 749-774.
[69]
Maini, P.K., 1999. Mathematical models in morphogenesis, pp. 151-189 in : Mathematics Inspired
by Biology, V. Capasso & O. Diekmann (Eds.), Springer, 268 p.
[70]
Malchow, H., & N. Shigesada, 1994. Nonequilibrium plankton community structures in an
ecohydrodynamic model system, Nonlinear Processes in Geophysics 1 : 3-11.
40
[47]
Holmes, E.E, 1993. Are diffusion models too simple ? A comparison with telegraph models of
invasion, Am. Nat. 142(5): 779 - 795.
[48]
Hooper, D.U., & P.M. Vitousek, 1997. The effects of plant composition and diversity on
ecosystem processes, Science, Wash. 277 (5330): 1302-1305.
[49]
Hutchinson, G.E., 1961. The paradox of the plankton, Am. Nat. 95 : 137-147.
[50]
Jeltsch, F., M.S. Müller, V. Grimm, C. Wissel, & R. Brandl, 1997. Pattern formation triggered
by rare events: lessons from the spread of rabies Proc. R. Soc. Lond. B264 : 495-503.
[51]
Kaneko, K., 1998. Diversity, stability, and metadynamics: remarks from coupled map studies,
pp. 27-45 in : Modeling spatiotemporal dynamics in ecology, Springer-Verlag ed., 230 p.
[52]
Keeling, M.J., D.A. Rand & A.J. Morris, 1997. Correlation models for childhood epidemics,
Proc. R. Soc. Lond. B264(1385): 1149-1156.
[53]
Keeling, M.J., 1999. The effects of local spatial structure on epidemiological invasion, Proc. R.
Soc. Lond. B266 : 859-867.
[54]
Keeling, M.J., 1999. Correlation equations for endemic deseases: externally imposed and internally
generated heterogeneity, Proc. R. Soc. Lond. B266 : 953-960.
[55]
Klausmeier, C.A., 1999. Regular and irregular patterns in semiarid vegetation, Science, Wash.
284(5421): 1826-1828.
[56]
Kooijman, S.A.L.M., 2000. Dynamic Energy and Mass Budgets in Biological Systems, Cambridge
University Press, 2
nd ed., 424 p.
[57]
Kot, M., W.M. Schaffer, G.L. Truty, D.J. Graser & L.F. Olsen, 1988. Changing criteria for
imposing order, Ecol. Modelling 43 : 75-110.
[58]
Kot, M., M.A. Lewis, P. van den Driessche, 1996. Dispersal data and the spread of invading
organisms, Ecology 77(7): 2027-2042.
[59]
Law, R., & U. Dieckmann, 2000. Moment approximations of individual-based models, chap. 14
pp. 252-270 in : Dieckmann, U., R. Law, & J.A.J. Metz, The Geometry of Ecological Interactions.
Symplifying spatial complexity, Cambridge University Press, 564 p.
[60]
Lebreton, J.-D., & G. Gonzalez-Davila, 1993. An introduction to models of subdivided populations,
Journal of Biological Systems 1(4): 389-423.
[61]
Lesieur, M., 1994. La Turbulence, Presses Universitaires de Grenoble, Coll. Grenoble Sciences, 262 p.
[62]
Levin, S.A ., & L.A. Segel, 1976. Hypothesis for origin of plankton patchiness, Nature, Lond.
259(5545): 659.
[63]
Levin S.A., & L.A. Segel, 1985. Pattern generation in space and aspect, SIAM Review 27(1): 45-67.
[64]
Levin, S.A., T.M. Powell, & J.H. Steele (Eds.), 1993. Patch Dynamics, Lecture Notes in
Biomathematics, vol. 96, Springer Verlag, 307 p.
[65]
Levin, S.A., B. Grenfell, A. Hastings & A.S. Perelson, 1997, Mathematical and computational
challenges in population biology and ecosystems science, Science, Wash. 275(5298): 334-343.
[66]
Lewis, M.A., 1997. Variability, patchiness, and jump dispersal in the spread of an invading
population, chap. 3, pp. 46-69 in : D. Tilman & P. Kareiva, Spatial Ecology. The role of space
in population dynamics and interspecific interactions, Princeton University Press, 368 p.
[67]
Lewis, M.A., & J.D. Murray, 1993. Modelling territoriality and wolf-deer interactions,
Nature,Lond. 366(6457): 738-740.
[68]
Lewis, M.A., K.A.J. White & J.D. Murray 1997. Analysis of a model for wolf territories, J. Math.
Biol. 35(7): 749-774.
[69]
Maini, P.K., 1999. Mathematical models in morphogenesis, pp. 151-189 in : Mathematics Inspired
by Biology, V. Capasso & O. Diekmann (Eds.), Springer, 268 p.
[70]
Malchow, H., & N. Shigesada, 1994. Nonequilibrium plankton community structures in an
ecohydrodynamic model system, Nonlinear Processes in Geophysics 1 : 3-11.