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This work proposes the generalization of models for excitation systems.
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In the work presented in ICCS2004 we proposed the generalization to masks of odd dimension.
Two aspects of generalization are proposed: (1) the generalization of the feature vector construction method; and (2) the extension of the application scope for using multiple data integrations.
We propose the following generalization of this result.
We propose the following generalization of Statement 6.
For instance, Schurer [1] proposed the following generalization of Bernstein operators in 1962.
On the other hand, the Baecke questionnaire provides a specific score without previously proposed cutoff, limiting the generalization of the results.
The study of [37] proposes a generalization of the eigenanalysis solution by means of simultaneous matrix diagonalization.
The foundations of our approach are based on the framework proposed in [24] which is the generalization of OCSFCM and NPSFCM algorithms in [9].
The first new point of the paper is the proposed theoretical result that is the generalization of our former researches (Hai et al. in Adv Comput Methods Knowl Eng Sci 479 367 378, 2013).
Section 2 describes the details of the proposed downsampling algorithm, and the upsampling algorithm is introduced in Section 3. The generalization of the proposed method is presented in Section 4, and experimental results are presented in Section 5. Finally, the conclusions are in Section 6.
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