Philippe GROS L'espace dans les modèles de dynamique des populations
41
[71]
Mann, K.H., & J.R.N. Lazier, 1996. Dynamics of marine ecosystems. Biological-physical
interactions in the oceans, Blackwell Science, Inc., 2nd ed., 394 p.
[72]
Markus, M., 1992, are one-dimensional maps of any use in ecology ?, Ecol. Modelling 63(1-4): 243-259.
[73]
Maron, J.L., & S. Harrison, 1997. Spatial pattern formation in an insect host-parasitoid system,
Science, Wash. 278(5343): 1619-1621.
[74]
May, R.M., 1972. Will a large complex system be stable ?, Nature, Lond. 238(5364): 413-414.
[75]
May, R.M., 1974. Biological populations with nonoverlapping generations: stable points, stable
cycles, and chaos. Science, Wash. 186 : 645-647.
[76]
May, R.M., 1975. Deterministic models with chaotic dynamics. Nature, Lond. 256 : 165-166.
[77]
May, R.M., 1976. Review article. Simple mathematical models with very complicated dynamics,
Nature, Lond. 261(5560): 459-467.
[78]
May, R.M., 1985. When two and two do not make four: nonlinear phenomena in ecology, Proc.
R. Soc. Lond. B 228 : 241-266.
[79]
Mayer, D.G., M.G. Atzeni & D.G. Butler, 1993. Spatial dispersal of exotic pests – the importance of
extreme values. Agricultural systems 43 : 133-144.
[80]
McCallum, H.I., 1992. Effects of immigration on chaotic population dynamics, J. Theor.
Biol. 154 : 277-284.
[81]
McCann, K.S., 2000. The diversity-stability debate, Nature, Lond. 405(6782): 228-233.
[82]
McGrady-Steed, J., P.M. Harris, & P.J. Morin, 1997. Biodiversity regulates ecosystem predictability,
Nature, Lond. 390 (6656): 162-165.
[83]
McShane, P.E., K.P. Black, & M.G. Smith, 1988. Recruitment processes in Haliotis rubra (Mollusca:
Gastropoda) and regional hydrodynamics in southeastern Australia imply localized dispersal of larvae, J.
Exp. Mar. Biol. Ecol. 124: 175-203.
[84]
Mogilner, A., & L. Edelstein-Kesher, 1999. A non-local model for a swarm, J. Math. Biol.
38(6): 534-570.
[85]
Mollison, D., 1986. Modelling biological invasions: chance, explanation, prediction. Phil. Trans. R.
Soc. Lond. B314(1167): 675-693.
[86]
Murray, J.D., 1989. Mathematical Biology, Biomathematics texts, vol. 19, Springer-Verlag ed., 767 p.
[87]
Naeem, S., & S. Li, 1997. Biodiversity enhances ecosystem reliability, Nature, Lond. 390
(6659): 440-441.
[88]
Nisbet, R.M., & W.S.C. Gurney, 1982. Modelling Fluctuating Populations, J. Wiley & Sons ed., 379 p.
[89]
Ochoa, F.L., 1984. A generalized reaction-diffusion model for spatial structures formed by motile cells,
BioSystems 17 : 35-50.
[90]
Olsen, L.F., & W.M. Schaffer, 1990. Chaos versus noisy periodicity: alternative hypotheses for
childhood epidemics, Science, Wash. 249(4968): 499-504.
[91]
Peters, F., & C. Marrasé, 2000. Review. Effects of turbulence on plankton: an overview of
experimental evidence and some theoretical considerations, Mar. Ecol. Prog. Ser. 205: 291-306.
[92]
Pool, R., 1989. Is it chaos, or is it just noise ? Science, Wash. 243(4887): 25-28.
[93]
Purcell, E.M., 1977. Life at low Reynolds number, American Journal of Physics 45(1): 3-11.
[94]
Purvis, A., & A. Hector, 2000. Getting the measure of biodiversity, Nature, Lond. 405(6782): 212-219.
[95]
Reynolds, C.S., 1994. The role of fluid motion in the dynamics of phytoplankton in lakes and rivers, pp.
141-187 in : Aquatic Ecology. Scale, pattern and process, Blackwell scientific publications, Oxford, 649 p.
[96]
Rotenberg, M., 1972. Theory of population transport, Journal of Theoretical Biology 37 : 291-305.
[97]
Ruelle, D., 1990. Deterministic chaos: the science and the fiction, Proc. R. Soc. Lond. A427 : 241-248.
[98]
Segel, L.A., 1972. Simplification and scaling, SIAM Review 14(4): 547 - 571.
41
[71]
Mann, K.H., & J.R.N. Lazier, 1996. Dynamics of marine ecosystems. Biological-physical
interactions in the oceans, Blackwell Science, Inc., 2nd ed., 394 p.
[72]
Markus, M., 1992, are one-dimensional maps of any use in ecology ?, Ecol. Modelling 63(1-4): 243-259.
[73]
Maron, J.L., & S. Harrison, 1997. Spatial pattern formation in an insect host-parasitoid system,
Science, Wash. 278(5343): 1619-1621.
[74]
May, R.M., 1972. Will a large complex system be stable ?, Nature, Lond. 238(5364): 413-414.
[75]
May, R.M., 1974. Biological populations with nonoverlapping generations: stable points, stable
cycles, and chaos. Science, Wash. 186 : 645-647.
[76]
May, R.M., 1975. Deterministic models with chaotic dynamics. Nature, Lond. 256 : 165-166.
[77]
May, R.M., 1976. Review article. Simple mathematical models with very complicated dynamics,
Nature, Lond. 261(5560): 459-467.
[78]
May, R.M., 1985. When two and two do not make four: nonlinear phenomena in ecology, Proc.
R. Soc. Lond. B 228 : 241-266.
[79]
Mayer, D.G., M.G. Atzeni & D.G. Butler, 1993. Spatial dispersal of exotic pests – the importance of
extreme values. Agricultural systems 43 : 133-144.
[80]
McCallum, H.I., 1992. Effects of immigration on chaotic population dynamics, J. Theor.
Biol. 154 : 277-284.
[81]
McCann, K.S., 2000. The diversity-stability debate, Nature, Lond. 405(6782): 228-233.
[82]
McGrady-Steed, J., P.M. Harris, & P.J. Morin, 1997. Biodiversity regulates ecosystem predictability,
Nature, Lond. 390 (6656): 162-165.
[83]
McShane, P.E., K.P. Black, & M.G. Smith, 1988. Recruitment processes in Haliotis rubra (Mollusca:
Gastropoda) and regional hydrodynamics in southeastern Australia imply localized dispersal of larvae, J.
Exp. Mar. Biol. Ecol. 124: 175-203.
[84]
Mogilner, A., & L. Edelstein-Kesher, 1999. A non-local model for a swarm, J. Math. Biol.
38(6): 534-570.
[85]
Mollison, D., 1986. Modelling biological invasions: chance, explanation, prediction. Phil. Trans. R.
Soc. Lond. B314(1167): 675-693.
[86]
Murray, J.D., 1989. Mathematical Biology, Biomathematics texts, vol. 19, Springer-Verlag ed., 767 p.
[87]
Naeem, S., & S. Li, 1997. Biodiversity enhances ecosystem reliability, Nature, Lond. 390
(6659): 440-441.
[88]
Nisbet, R.M., & W.S.C. Gurney, 1982. Modelling Fluctuating Populations, J. Wiley & Sons ed., 379 p.
[89]
Ochoa, F.L., 1984. A generalized reaction-diffusion model for spatial structures formed by motile cells,
BioSystems 17 : 35-50.
[90]
Olsen, L.F., & W.M. Schaffer, 1990. Chaos versus noisy periodicity: alternative hypotheses for
childhood epidemics, Science, Wash. 249(4968): 499-504.
[91]
Peters, F., & C. Marrasé, 2000. Review. Effects of turbulence on plankton: an overview of
experimental evidence and some theoretical considerations, Mar. Ecol. Prog. Ser. 205: 291-306.
[92]
Pool, R., 1989. Is it chaos, or is it just noise ? Science, Wash. 243(4887): 25-28.
[93]
Purcell, E.M., 1977. Life at low Reynolds number, American Journal of Physics 45(1): 3-11.
[94]
Purvis, A., & A. Hector, 2000. Getting the measure of biodiversity, Nature, Lond. 405(6782): 212-219.
[95]
Reynolds, C.S., 1994. The role of fluid motion in the dynamics of phytoplankton in lakes and rivers, pp.
141-187 in : Aquatic Ecology. Scale, pattern and process, Blackwell scientific publications, Oxford, 649 p.
[96]
Rotenberg, M., 1972. Theory of population transport, Journal of Theoretical Biology 37 : 291-305.
[97]
Ruelle, D., 1990. Deterministic chaos: the science and the fiction, Proc. R. Soc. Lond. A427 : 241-248.
[98]
Segel, L.A., 1972. Simplification and scaling, SIAM Review 14(4): 547 - 571.