Julia is a classical mathematical problem described in
Aubin, J.-P., Bayen, A., & Saint-Pierre, P. Viability Theory: New Directions. Springer. 2011.
The state space is two dimensionnal, the dynamics is discrete :
$\begin{align}
p'_0( t ) &= -\lambda {p_0}( t ) + \mu {p_1}( t ),\\
p'_j( t ) &= \lambda {p_{j - 1}}( t ) - ( {\lambda + j\mu } ){p_j}
( t ) + \mu ( {j + 1} ){p_{j + 1}} t )
\end{align}$
To compute this kernel with VIABLAB 3.02, juste copy this two following files :
file julia.h
PARAMETRE1 = 12
PARAMETRE2=13
file julia.c
function dynamics {
}