Research Article
The Hierarchical Iterative Identification Algorithm for Multi-Input-Output-Error Systems with Autoregressive Noise
Table 2
The H-LSI parameter estimates and errors for Example
1.
| | | | | | | | | | | |
| 1 | −0.00165 | 0.00045 | 0.78903 | −0.68649 | 0.00000 | 0.00000 | 0.57043 | 0.61368 | 0.04854 | 53.42619 | 2 | 0.33787 | 0.25774 | 0.78598 | −0.41664 | −0.17740 | 0.16201 | 0.56029 | 0.50972 | 0.22291 | 15.77773 | 3 | 0.35202 | 0.26929 | 0.78458 | −0.40359 | −0.18973 | 0.17231 | 0.56283 | 0.50476 | 0.39352 | 2.96102 | 4 | 0.35065 | 0.26837 | 0.78458 | −0.40503 | −0.18892 | 0.17175 | 0.56297 | 0.50464 | 0.44493 | 1.66301 | 5 | 0.35054 | 0.26835 | 0.78458 | −0.40512 | −0.18923 | 0.17183 | 0.56296 | 0.50444 | 0.44660 | 1.73488 | 6 | 0.35052 | 0.26832 | 0.78458 | −0.40514 | −0.18926 | 0.17188 | 0.56296 | 0.50442 | 0.44567 | 1.68306 | 7 | 0.35053 | 0.26833 | 0.78457 | −0.40514 | −0.18926 | 0.17187 | 0.56296 | 0.50443 | 0.44578 | 1.68902 | 8 | 0.35052 | 0.26833 | 0.78457 | −0.40514 | −0.18926 | 0.17187 | 0.56296 | 0.50443 | 0.44578 | 1.68914 | 9 | 0.35052 | 0.26833 | 0.78457 | −0.40514 | −0.18926 | 0.17187 | 0.56296 | 0.50443 | 0.44578 | 1.68894 | 10 | 0.35052 | 0.26833 | 0.78457 | −0.40514 | −0.18926 | 0.17187 | 0.56296 | 0.50443 | 0.44578 | 1.68898 | True values
| 0.35000 | 0.27000 | 0.78000 | −0.40000 | −0.20000 | 0.18000 | 0.56000 | 0.50000 | 0.43000 | |
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