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We used a two-stage modeling approach to fit the above model (Equation 3).
Figure 4 demonstrates the process of solving the above model.
Obtain the optimal solution of the above model.
Qualitatively, the above model is in line with such findings.
In the above model, only matrix A includes uncertain data.
For the above model, the function is \[ f(\theta, \epsilon) = \theta + \epsilon = \hat{\theta}(s).
Finally, this paper has tested and verified the above model and relative programs with application examples.
Then, a local optimal relay selection mechanism based on the above model is designed.
The simulation results obtained by above model are verified by experimental data.
Third, the position of projection lens optical center can be obtained using the above model.
The mathematical description of the above model is described in Section 2.
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