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Furthermore, the analysis is generalized to multi-cell relay systems.
Moreover, such performance analysis is generalized in [9] for IIR WL filters.
Wave front analysis is generalized for non-linear systems through Picard's iteration technique.
Finally, one of the most widely employed model in electrochemical impedance analysis is generalized with inclusion of ubiquitous electrode disorder.
The analysis is generalized to the case of continuous mixtures, where the number of components, of independent reactions, and of possible phases all approach infinity.
By means of the homogenization theory, the classical kinematic theorem of limit analysis is generalized to incorporate the microstructure – Representative Volume Element (RVE) chosen from a periodic composite/heterogeneous material.
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Sinusoidal basis functions used in the Fourier analysis are generalized to data-dependent IMFs.
This analysis was generalized in [39] to spin dynamics in the presence of radiation damping effects and crusher gradients.
During the last few decades a lot of developments were done in both theoretical and the applied view points [4 14], namely, some important results from classical analysis were generalized to the fractional case and fractional calculus was successfully applied to real problems which appear in science and engineering.
The statistical method used in our analysis was Generalized Linear Models (GLM) with a binomial distribution.
Further by numerical analysis, the model is generalized to resonators with differently shaped cross-sections.
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