Abstract:Dynamics of the Shen-Larter calcium oscillation model is investigated based on the theory of the center manifold and bifurcation, including the classification and stability of equilibrium. The existence of two subcritical Hopf bifurcations is derived in this case. More precisely, it is shown that the subcritical Hopf bifurcations play a great role in the study of this calcium oscillation model. In addition, numerical simulations are provided to verify our theoretical analysis and to display new phenomena. Base… Show more
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