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Then, Section 3 includes the applications of the methods and the emerged results.
We provide a series of applications of the methods, illustrating their ease-of-use and accuracy.
Some illustrative applications of the methods to resolve experimental data for other systems are also discussed.
A few examples of applications of the methods are listed in the end.
Concrete applications of the methods are presented, namely, conditions for the existence of Bogoliubov functionals, a uniqueness result for Gibbs measures in the high temperature regime.
Applications of the methods of multiple scales (a perturbation method) to partial differential systems arising in non-linear vibrations of continuous systems are considered.
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Further applications of the method are outlined.
Recommendations are given for field applications of the method.
Prospective applications of the method reported are also discussed.
Possible significant applications of the method are also discussed.
Practical applications of the method are also presented.
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