Exact(1)
Hence, this example verifies Theorem 8 and Remark 2, that is, the bounds in Theorem 7 are sharper than those in Theorem 3, Theorem 2.1 of [9] and Theorem 4 of [13] without considering the selection of S. Let (mathcal{A}=(a_{ijkl})inmathbb{R}^{[4, 2]}) be an (mathcal {M} -tensor with eleM} -tensorned as followitha_{1111}=6,qquad a_{1222}=-1,qquad a_{2111}=-2,qquad a_{2222}=5, othelementsjkl}=0).
Similar(59)
where is the bound of in, that is, for all.
In 'λxyz', is the bound variable x or is it xy?
where is the bounded operator, or as (2.13).
where K is the bounded subset of C defined above.
2QM9 is the bound state of FABP4 and troglitazone (TGZ).
That's the bounds we are setting ourselves".
where and are the bounds of operation for .
What are the bounds of Doppler frequency error toleration?
Let be the bounded solution of (1.1).
The first is the lower bound array and the second column is the upper bound array.
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