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The implementation steps for obtaining the matrix are as follows.

Some results on and and their connections with the Poincaré matrix are as follows.

For practical effectiveness, these feedback matrices must be computed in such a way that their norms and the condition number of the closed-loop eigenvector matrix are as small as possible.

The eigenvalues of this matrix are as follows: - ( {b + vartheta} ),qquad - ( {b + theta + phi} ),qquad frac{{beta ( {b + theta + sigmaphi+delta b sigma-delta b } ) - ( {b + mu} ) ( {b + theta + phi} )}}{{b + theta + phi}}.

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The central theme of "The Matrix" is as old as storytelling.

For (n= 4), the differentiation matrix is as follows.

The derivation of the B matrix is as follows.

In the above example, the interpretation of the state transition matrix, is as follows.

The isolated yield of epoxidation with the conjugate matrix was as same as that of pure PWA.

For two-dimensional cases, shape functions matrix is as follows: S = S_{1} S_{2}^{text{T}}.

A 2×2 jacket matrix is as follows: [ J ] 2 = a b c − bc a, (3).

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