From: Dynamic estimation of specific fluxes in metabolic networks using non-linear dynamic optimization
Variables | Â |
---|---|
Differential state variables p x | 4·(n time−1)·(m ext+1) |
Algebraic state variables p z | 4·(n time−1)·n irr |
Spline parameters p u | n g+d·(k+1) |
Internal knot locations t knot | n g |
Initial values x 0 | m ext+1 |
K matrix values | n·d |
Equality constraints | Â |
Differential state collocation constraints | 3·(n time−1)·(m ext+1) |
Differential state continuity constraints | (n time−2)·(m ext+1) |
Algebraic state collocation constraints | (3·(n time−1)+1)·n irr |
Algebraic state continuity constraints | (n time−2)·(n irr) |
Initial value constraints | m ext+1 |
K null space constraints | m int·d |
K orthogonality constraints |
|