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Using formal procedures, one can get upper and lower bounds for the entire continuum-state system reliability measures with preliminary specified accuracy.
Anytime efficiencies can be made in the process, be it warehouse logistics or assisting expert humans in sensitive procedures, one can be sure a company will be willing to pay for them.
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Depending on the specific mutation and crossover procedure, one can chose among several DE strategies identified using the name format "DE/ x/y/z".
Using the procedure, one can in principle solve any properly constructed integral equation for solutions in the analytic domain.
By carrying out a minimization procedure one can investigate the parameter space for certain cosmological parameters (for instance, ΩM), that bring LΩ in agreement with LV and Llag.
By adopting this original procedure one can simulate an unlimited range of realistic hydrographs that can be used in risk assessment.
Owing to this procedure, one can easily design each GPC system and the amount of the required calculations is much less than that of the conventional multivariable GPC.
The applicability is tested on the Lorenz model, where it is shown that by following the proposed procedure one can obtain asymptotic regulation quite well in the presence of unmodeled dynamics.
As to disadvantages, except the usual weaknesses of this kind of procedure, one can mention that some ambiguity cannot be avoided, while it may not result in definite conclusions in specific conditions.
Using this procedure, one can generate an associative mapping of a thinker's mind.
With this procedure, one can bring PET images within a common anatomical space (CT).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com