Description Usage Format Details Source References
The data provide an example for the Jacobian method to reverse engineer a metabolomic network. The matrix dataset contains measured metabolite concentrations at different times, the list labels the names of the metabolites, delta.t is the time between measurements.
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The format is:
RevNetJacobian, numerical matrix with dim(dataset) = 51 4 4.
first dimension: time
second dimension: metabolites
third dimension: experiments
SteadyState, numerical matrix with steady state concentrations
The dataset contains 4 experiments with the following initial conditions:
experiment 1, metabolite 1 is 2% increased from steady state
experiment 2, metabolite 2 is 2% increased from steady state
experiment 3, metabolite 3 is 2% increased from steady state
experiment 4, metabolite 4 is 2% increased from steady state
The time between measurements, delta.t, is used to calculate the Jacobian matrix. It is assumed that these times between measurements are all the same, with value delta.t. If not, interpolation can be used to obtain metabolite concentrations at regular time intervals delta.t.
Running the example produces the vertex-edge matrix:
1 1 0 0
1 1 1 0
0 1 1 0
0 0 1 1
Chassagnole, C., D. A. Fell, et al. (2001). "Control of the threonine-synthesis pathway in Escherichia coli: a theoretical and experimental approach." Biochemical Journal 356: 433-444.
Reverse engineering of metabolic networks, a critical assessment. Diana M. Hendrickx, Margriet M. W. B. Hendriks, Paul H. C. Eilers, Age K. Smilde and Huub C. J. Hoefsloot. Mol. BioSyst, Volume 7:2 (2011) pages 511-520
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