We study dynamical regimes of globally coupled genetic relaxation oscillators in the presence of small detuning. Using bifurcation analysis, we find that under strong coupling via the slow variable, the detuning can eliminate standard oscillatory solutions in a large region of the parameter space, providing the dominance of oscillation death. This result is substantially different from previous results on oscillation quenching, where for homogeneous populations, the coexistence of oscillation death and limit cycle oscillations is always present. We propose further that this effect of detuning-dependent dominance could be a powerful regulator of genetic network's dynamics. Copyright (C) EPLA, 2009
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[Anonymous], 2002, BARD ERMENTROUT SIMU, DOI [10.1137/1.9780898718195, DOI 10.1137/1.9780898718195]
机构:
Max Planck Gesell, Fritz Haber Inst, Phys Chem Abt, D-14195 Berlin, GermanyMax Planck Gesell, Fritz Haber Inst, Phys Chem Abt, D-14195 Berlin, Germany
Casagrande, V
Mikhailov, AS
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Max Planck Gesell, Fritz Haber Inst, Phys Chem Abt, D-14195 Berlin, GermanyMax Planck Gesell, Fritz Haber Inst, Phys Chem Abt, D-14195 Berlin, Germany
机构:
Max Planck Gesell, Fritz Haber Inst, Phys Chem Abt, D-14195 Berlin, GermanyMax Planck Gesell, Fritz Haber Inst, Phys Chem Abt, D-14195 Berlin, Germany
Casagrande, V
Mikhailov, AS
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Max Planck Gesell, Fritz Haber Inst, Phys Chem Abt, D-14195 Berlin, GermanyMax Planck Gesell, Fritz Haber Inst, Phys Chem Abt, D-14195 Berlin, Germany