Abstract
An ecosystem, especially a food web, is essentially characterized as a many-body system in which the members interact with each other under the limitations of the energy and resources. We introduce a coevolutional population dynamics model for food webs which contains energy-conserving interactions, energy dissipation, and rules for changing the degrees of freedom (extinction and mutation). In this model, the diversity of the system increases spontaneously. The statistical properties of the system, such as the distribution of the life time of the species, are also discussed.
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Hirata H (1993) Information of organization in ecological systems: nutrient > energy > carbon. J Theor Biol 162:187–194
Taylor PJ (1988) Consistent scaling and parameter choice for linear and genelized lotka-Valterra models used in community ecology. J Theor Biol 135:543–568
Tokita K, Yasutomi A (1999) Mass extinction in a dynamical system of evaluation with variable dimension Phys Rev E 60:842–847
May RM (1972) Will a large complex system be satble? Nature 238:413–414
Roberts A (1974) The stability of a feasible random ecosystem. Nature 251:607–608
Gilpin ME (1975) Stability of feasible predator-prey systems. Nature 254:137–139
Tregonning K, Roberts A (1979) Complex systems which evolve towards homeostasis. Nature 281:563–564
Roberts A, Tregonning K (1980) The robustness of natural systems Nature 288:265–266
Taylor PJ (1988) The Construction and Turnover of complex community models having generalized Lotka-Valterra dynamics J Theor Biol 135:569–588
Bak P, Sneppen K (1993) Punctuated equilibrium and criticality in a simple model of evolutions. Phys Rev Lett 71:4083–4086
Stauffer D, Jan N (2000) Directed Bak-Snepper model for food chains. Int J Mod Phys C 11: 147–151
Williams RJ, Martines ND (2000) Simple rules yield complex food webs Nature 404:180–183
References
Altenberg L (2000) Evolvability checkpoints against evolutionary pathologies. In: Maley CC, Boudreau E (eds) Artificial Life 7 Workshop Proceedings, p 3–7
Bedau MA, Packard NH (1992) Measurement of evolutionary activity, teleology, and life. In: Langton CG et al. (eds) Artificial Life II. Proceedings of an Interdisciplinary Workshop on the Synthesis and Simulation of Living Systems (Santa Fe Institute Studies in the Sciences of Complexity, vol 10). Addison-Wesley, Reading, p 431–461
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Shimada, T., Yukawa, S. & Ito, N. Self-organization in an ecosystem. Artif Life Robotics 6, 78–81 (2002). https://doi.org/10.1007/BF02481213
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DOI: https://doi.org/10.1007/BF02481213