Table 2 Model of calcium oscillations. Simple model of calcium oscillations [37]. Parameters: k₁ = 0.212, k₃ = 1.52, K₄ = 0.19, k₅ = 4.88, K₆ = 1.18, k₇ = 1.24, k₈ = 32.24, K₉ = 29.09, k₁₀ = 13.58, k₁₁ = 153, K₁₂ = 0.16. k₂ is bifurcation parameter and is set to different values in simulations depending on the desired behavior.

v₁ = k₁

v₂ = k₂ × [G _α ]

${\nu }_3=\frac{k_3\times [{\text{G}}_{\alpha }]\times [\text{PLC}]}{K_4+[{\text{G}}_{\alpha }]}$

${\nu }_4=\frac{k_5\times [{\text{G}}_{\alpha }]\times [{\text{Ca}}^{2+}]}{K_6+[{\text{G}}_{\alpha }]}$

v₅ = k₇ × [G _α ]

${\nu }_6=\frac{k_8\times [\text{PLC}]}{K_9+[\text{PLC}]}$

v₇ = k₁₀ × [G _α ]

${\nu }_8=\frac{k_{11}\times [{\text{Ca}}^{\text{2+}}]}{K_{12}+[{\text{Ca}}^{\text{2+}}]}$