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A computer aided design technique was achieved to solve the cascaded oscillator general equations and criterion condition for self-starting oscillation.
Various amounts of practice were given until performance appeared stable, and then ten sessions were run in each criterion condition.
For subjects M.M. and C.W., there was no significant difference in the slopes of the function between the natural criterion condition (zero offset) and the shifted criteria (see the Appendix).
Model selection was guided by the plausibility of the estimates, minimum objective function value (MOFV), Akaike Information Criterion, condition number, visual inspection of diagnostic plots and the precision of parameter estimates.
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However, using the M-matrix and H-matrix methods is not easy in obtaining the LMI criterion conditions.
Since using the M-matrix and H-matrix methods is not easy in obtaining the LMI criterion conditions, the methods employed in this paper improve those of previous related literature to some extent.
Moreover, a criteria condition is defined to guarantee the rationality of rough optimum and eliminate redundant constraints.
For subjects M.M. and C.W., there was no significant difference in the slopes of the functions between the natural-criterion condition (zero offset) and the shifted criteria, using the likelihood-ratio method of analysis summarized in Table 1.
In developing the criteria, conditions for the lumped parameter analysis are obtained and error expressions are determined.
In the first tier, using the specific evaluation criteria, conditions were analyzed by recognized experts and other interested individuals to develop a quantification of opinion.
This entails operationalisations of the legal criteria, conditions of work (e.g. production time) and prescriptions of work methods (e.g. report forms) [ 3, 8, 9].
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