Elowitz build a synthetic oscillatory network,but I can't solve the equation.
$\dfrac {dm_i}{dt}$=$-m_i$+$\dfrac {\alpha}{1+p_j^n}$+${\alpha}_0$
$\dfrac{dp_i}{dt}$=$-\beta(p_i-m_i)$
$i=1,2,3$
$j=2,3,1$
${m_1}(0)=10$
${m_i}(0)={p_i}(0)=0$
Elowitz build a synthetic oscillatory network,but I can't solve the equation.
$\dfrac {dm_i}{dt}$=$-m_i$+$\dfrac {\alpha}{1+p_j^n}$+${\alpha}_0$
$\dfrac{dp_i}{dt}$=$-\beta(p_i-m_i)$
$i=1,2,3$
$j=2,3,1$
${m_1}(0)=10$
${m_i}(0)={p_i}(0)=0$
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