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if, where is defined by formula (6.17).
where and are defined by formula (2.19) respectively.
where the functional h − is defined by formula (51).
Suppose that A is defined by formula (2.1), (varphi,xi,psi in D(A)).
Let (mathcal{A}_{i}) be the simplices defined by formula (4).
on, where the number j − α ∗ is defined by formula (2.8).
The number of scheduling periods that form a cycle is defined by Formula (4).
Then the operator ℓ, defined by formula (102), belongs to the set S a b ( a ).
Let γ0be the number as in Theorem 3.3 which was defined by formula (3.11).
We here consider Hankel operators with singular kernels defined by formula (1.7).
where is the fundamental frequency of the membrane defined by formula (5.1) and (5.10).
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