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At inner cylinder rotation rates ReRec > 5.0, the model recovered the commonly used discrete approximation of the one-dimensional diffusion equation.

Holding parameters at these stipulated values, the gamma model recovered the statistics describing the data, as shown in Figure 1.

The discrete clock model recovered the true root age in 48 and 46 replicates in the local and discrete clock data sets.

Furthermore, in silico addition of the phosphofructokinase reaction in the eda-deficient model recovered the growth rate and ATP production rate.

For the CPN60 dataset simulated under the JTT + RAS model, the general model recovered the same correct topology as the RAS model.

The local clock model recovered the true root age in every replicate simulated with a local clock and it recovered the true root age in 49 of 50 replicates simulated under a discrete clock model.

Results show that the present eDPD model recovers the standard DPD model when isothermal fluid systems are considered.

The noise-free model recovers the nominal input output characteristics of the target system and the noise model gives approximation to the probabilistic nature of the added noise.

The bioengineered model recovers the original hypoxic and glycolytic tumor phenotype, and enables re-expression of angiogenic and vasculogenic mimicry features that favor tumor adaptation.

The predicted values of the model recover the variation in D * that is due to differences in skills requirements.

Our model recovers the observed spatial distributions of the gene configurations when these mutants are simulated.