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The sensitivity analysis is employed to determine the optimal analysis parameters having high sensitivity to optimization objectives, which can significantly improve the efficiency of the optimization.
Finally, selected results of the optimal analysis are discussed.
Finally a Pareto optimal analysis is performed upon the data acquired from previous two processes.
This article highlights several sources of artifact that interfere with optimal analysis of flow cytometric data.
The second type of problems includes the simultaneous optimal analysis and optimal design of structures.
In this paper a review of optimal analysis of structures is presented.
The optimal analysis and synthesis filters have been obtained as the eigenvectors of the positive definite matrices.
Through the optimal analysis, the optimal aspect ratio is found to be dependent on heat flux and Dean number.
A mathematical model of the stator is established with combining the finite element method (FEM) and the optimal analysis method.
The influence of pH of the supporting electrolyte on the ATRA oxidation peak was also evaluated and the optimal analysis condition was observed to occur at pH 5.0.
It is found from the optimal analysis that sandwich panels with Kagome and X-type truss cores are more efficient than those with tetrahedral and pyramidal truss cores.
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