Exact(9)
The dynamic scheduling algorithm preserves the computing ability for the following tasks, and for each τ i, constraints the number of instances in any sliding window to be capacity(τ i ).
Note that (i) constraints (10b - 10d 10b - 10dt the representon of the Gaussian broadcast channel between S and the relays, (ii) cofstheints (10e)-(10Gaussiansent the rate-region of the Gaussian multiple-access channel with correlated information broadcasthe relays and D, and (iii) channelints (10h)-(10k) represent the power constraints at node S and at the relays, respectively.
The region I+II constraints were then imposed on the enhanced spectrum.
Meanwhile, the normalisation condition ωAAC_VI = 1 − ωAC_VI constraints the values of ωAAC_VI to be within [0, 0.5].
Then, the region I+II constraints were imposed and incorporated in the derivation of the gain function of the Wiener algorithm based on a priori SNR [3].
Region I+II constraints are the most robust in terms of yielding consistently large benefits in intelligibility independent of the SE algorithm used.
Similar(51)
The flight paths satisfy (i) constraint on maximum curvature bound and (ii) safety constraints to avoid collisions.
If w a and w b are related to the same c i constraint, w a = w b = w c i.
Let us define with w c i (i ∈ [0, p]) the weight of the c i constraint and with w d u (u ∈ [0, s]) the weight of d u constraint.
If u i = 0, constraint (3) reduces to u i + 1 ≤ 0 which is trivially valid for Formulation 2. If u i = 1, constraint (3) reduces to u i + 1 ≤ 1 which is again valid.
For isotropic plates made of a monolithic material the mode localization phenomenon is stronger for Type-I constraint compared to that for Type-II constraints.
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