Figure 9.

Successful pΔMSE fits with equal SU start vector and stochastically varied elements. (A) Scheme of the stochastic variation of the start vector. SU start vectors extended over the range from 10−6 to 103 yielding 19 SU vectors. The SU vectors were stochastically varied by the factor A = 102. 1,000 fits were performed for each SU start vector. The noise factor was 0.25 and 1,000 fits were performed for each SU vector. (B) After selection of successfulp fits, a second selection algorithm for fits was applied. Using the MSEx values provided by the fit routine, the minimum MSEx value, Min(MSEx), was identified in the 1,000 fits and the difference of each MSEx to the Min(MSEx) was calculated, yielding ΔMSEx. ΔMSEx values were sorted, starting with the smallest, and plotted for x > 0 on a logarithmic scale. A threshold was set at 10−10 (red dashed lines) to identify all fits in close proximity of ΔMSE1 = 0. All values below 10−10 indicate successfulpΔMSE fits. For all four models, the sums of all obtained successfulpΔMSE fits out of 19,000 fits are indicated.

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