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The claim that “the method does not require a prior analytical knowledge of the system under investigation” is misleading, since not only the prior information of the exact value of the fixed point to be stabilized but also the Jacobian matrix evaluated at the particular fixed point are needed to analytically obtain a feedback matrix. Besides the method is not as “general” as suggested by its authors because an assumption of “inverse matrix (Formula presented) exists” is squeezed into its derivation
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S. Bu, S. Wang, and H. Ye, Phys. Rev. E 64, 046209 (2001).The claim that “the method does not require a prior analytical knowledge of the system under investigation” is misleading, since not only the prior information of the exact value of the fixed point to be stabilized but also the Jacobian matrix evaluated at the particular fixed point are needed to analytically obtain a feedback matrix. Besides the method is not as “general” as suggested by its authors because an assumption of “inverse matrix (Formula presented) exists” is squeezed into its derivation.
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It has never been given a formal qualitative definition either for “strongly coupling” or “weakly coupling,” even through they have been used quite intensively in the literature. The terminologies are similarly adopted in this article with the understanding of relatively strong interactions among state variables
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It has never been given a formal qualitative definition either for “strongly coupling” or “weakly coupling,” even through they have been used quite intensively in the literature. The terminologies are similarly adopted in this article with the understanding of relatively strong interactions among state variables.
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