Research Article

An Algorithm for Optimally Fitting a Wiener Model

Table 3

Training and validation statistics for Wiener networks fit to model blood glucose concentrations for four diabetic subjects. Note that PM is the proposed methodology, GN is the Gauss-Newton algorithm, and LM is the Levenberg-Marquardt algorithm.

Subject Algorithm A A E T r ( m g / d L ) 𝑟 t 𝑟 V a l Time (s)

1PM12.40.600.594127
GN12.40.300.531.26
LM12.50.350.543.36

2PM6.80.840.5610592
GN11.10.510.233.08
LM12.80.250.334.66

3PM11.50.710.524735
GN10.00.540.372.64
LM11.20.510.394.09

PM11.40.820.687032
4GN18.70.280.391.57
LM14.70.690.373.68