energetics_control_and_noise

ENERGETICS_CONTROL_AND_NOISE - Analyse control coefficients and noise levels (assuming uniform white noise in each reaction!)

[Sigma_c, Sigma_j, Sigma_c_list, Sigma_j_list, Sigma_c_specific_1Hertz, Sigma_j_specific_1Hertz] = energetics_control_and_noise(network,network_CoHid, v, mu, omega_list, tau_list, psfile_dir, basename, es_options, es_constraints, volume)

 Recommended units: 
  Enzyme levels in  mol
  Volume            m^3
  Metabolite levels mM
  Fluxes            mol/s
  Accordingly, the spectral densities will be in mM^2 and (mol/s)^2
 
 Spectral densities are computed under the assumption that white noise 
 has a spectral density of 1. If white noise is defined as having a covariance 
 given by the Dirac delta function (with prefactor 1), as assumed in the 
 chemical Langevin equation, this corresponds to a Fourier transformation 
 with prefactor 1 for the transformation omega -> t and prefactor 1/2pi for the 
 transformation t -> omega