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. 2010 Aug 5;6(8):e1000870. doi: 10.1371/journal.pcbi.1000870

Figure 3. Stochasticity of Ca2+ oscillations.

Figure 3

A: An experimental example of Inline graphic oscillations in an astrocyte. The varying ISIs demonstrate the stochasticity of spiking. B,C: Simulations of the cellular Inline graphic dynamics of a cell with 47 clusters each having a random number of channels between 4 and 16 for different Inline graphic base level Inline graphic concentrations and the standard parameters given in Table 1. For a low Inline graphic base level of 30 nM spiking is rather slow and irregular (B). For an increased Inline graphic base level of 50 nM spiking becomes faster and more regular (C). D: The simulated Inline graphicInline graphic relation, where dots correspond to spike trains of single cells having different Inline graphic and Inline graphic concentration (see Figure 5 in Text S1), is in accordance with the experimentally observed one [5] supporting the wave nucleation mechanism. E,F: The dependence of the average period Inline graphic on the Inline graphic concentration and the Inline graphic resting concentration obtained in simulations show that regular spiking is more likely if one concentration is high.