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In this paper, the problem of diagonal stability of interval matrices is considered.
In this paper robust H∞ control for Takagi Sugeno general uncertain fuzzy systems where uncertainties come into all the system matrices is considered.
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The convolutional coding with code and generator matrices are considered.
Therefore, we analyze the case where random matrices are considered.
The cases of real matrices and complex matrices are considered separately.
LRR has been considered for subspace clustering problems [30]; however, only fully populated matrices were considered.
Linear discrete-time systems with stochastic uncertainties in their state-space matrices are considered.
Therefore, we focus on the case where random matrices are considered.
Also, as ni increases, the number of operations decreases, because more matrices are considered.
From Figure 1, the outer-coupling matrices are considered as two cases.
When many independent Vandermonde matrices are considered, the following relations hold.
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