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      Reproductive pair correlations and the clustering of organisms.

      Nature
      Models, Biological, Monte Carlo Method, Population Dynamics, Reproduction

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          Abstract

          Clustering of organisms can be a consequence of social behaviour, or of the response of individuals to chemical and physical cues. Environmental variability can also cause clustering: for example, marine turbulence transports plankton and produces chlorophyll concentration patterns in the upper ocean. Even in a homogeneous environment, nonlinear interactions between species can result in spontaneous pattern formation. Here we show that a population of independent, random-walking organisms ('brownian bugs'), reproducing by binary division and dying at constant rates, spontaneously aggregates. Using an individual-based model, we show that clusters form out of spatially homogeneous initial conditions without environmental variability, predator-prey interactions, kinesis or taxis. The clustering mechanism is reproductively driven-birth must always be adjacent to a living organism. This clustering can overwhelm diffusion and create non-poissonian correlations between pairs (parent and offspring) or organisms, leading to the emergence of patterns.

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          Small-scale variation of convected quantities like temperature in turbulent fluid Part 1. General discussion and the case of small conductivity

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            The Importance of Being Discrete (and Spatial)

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              Convection of a passive scalar by a quasi-uniform random straining field

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                Author and article information

                Journal
                11460162
                10.1038/35085561

                Chemistry
                Models, Biological,Monte Carlo Method,Population Dynamics,Reproduction
                Chemistry
                Models, Biological, Monte Carlo Method, Population Dynamics, Reproduction

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