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This method can apply for all types of coupled map lattices.
The developed ECBC method can apply to EMD and NEMD directly.
The proposed synchronized method can apply to an arbitrary three-dimensional fractional chaotic system whether the system is incommensurate or commensurate.
The developed sensing system and analysis method can apply to monitor ball-screw health and would be very useful in industrial applications.
The present method can apply for UA and DA determination in human serum and urine, and also for some commercial pharmaceutical samples without additional sample pre-treatment.
It is theoretically proved that this approach can make the perturbed chaotic system track any desired reference signal; in addition, we can see that this method can apply to almost all uncertain chaotic systems and it is simpler and easier to implement in practical application.
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We further demonstrated that our method can applied to ChIP-seq binding datasets and to the E. coli genome data.
Semi-automatic methods can apply with more flexibility than fully-automatic methods.
Generating methods can apply a scalarization approach to convert an MOOP into a single-objective optimization problem (SOOP) with different factors to find one Pareto optimal solution.
On the other hand, optimization methods can applied to individuate the best locations of measurement sections (see, for example, [6]).
The method can directly apply to nonlinear hybrid model.
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