Proceedings of the National Academy of Sciences · 2010 · 61 citations · 33 references
Life SciencesBiologyEcologyCell CyclePlankton EcologyPopulation EcologyBiological OscillationsCell Population DynamicsPhytoplankton EcologyPopulation CyclesCell Cycle DynamicsCell Cycle OscillationsCell Cycle SynchronizationPhase SynchronyPhytoplankton DynamicsPhytoplankton Population DynamicsPopulation OscillationsSynchronization
Complex dynamics, such as population cycles, can arise when the individual members of a population become synchronized. However, it is an open question how readily and through which mechanisms synchronization-driven cycles can occur in unstructured microbial populations. In experimental chemostats we studied large populations (>10(9) cells) of unicellular phytoplankton that displayed regular, inducible and reproducible population oscillations. Measurements of cell size distributions revealed that progression through the mitotic cycle was synchronized with the population cycles. A mathematical model that accounts for both the cell cycle and population-level processes suggests that cycles occur because individual cells become synchronized by interacting with one another through their common nutrient pool. An external perturbation by direct manipulation of the nutrient availability resulted in phase resetting, unmasking intrinsic oscillations and producing a transient collective cycle as the individuals gradually drift apart. Our study indicates a strong connection between complex within-cell processes and population dynamics, where synchronized cell cycles of unicellular phytoplankton provide sufficient population structure to cause small-amplitude oscillations at the population level.
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The Kuramoto model: A simple paradigm for synchronization phenomena
Juan A. Acebrón, L. L. Bonilla, C. J. Pérez Vicente et al. · Reviews of Modern Physics · 2005 · 3.5K citations · Full text
Natural Sciences, Biology, Physics +16
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