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Note that the total transmit power of the system is P e = Tr { Γ e m }.
The average total power (ATP) constraint for the conventional single-user MIMO system is P = tr E Fs s * F * = tr F F * σ s 2. (9a).
The action profile of the system is: p t = ( p t 1, …, p t n ), where ∀ j ∈ N, p t j ∈ A j ( w t, s j, t ).
The only required information that needs to be disseminated among the cells of the two-tier system is p ¯ var t and a(t), imposing minimal overhead over the system.
D s) = 1 when we have no knowledge of the past, i.e. when s = T 0. The expression for P B (s) for this system is P B ( s ) = P A ( s - 1 ) P B ( s - 1 ) if s > T 0, 1 if s = T 0 (15).
The upper linear fractional transformation (LFT) of the closed-loop system is P = F_{text{u}} (P_{text{nom}},Delta_{text{r}} ), (33 where (P_{text{nom}}) is the nominal transfer function matrix, (Delta_{text{r}}) includes five uncertainties in the wind turbine model.
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First, recent documentation that primary production in some systems is P-limited [4], [7], [21], [22] raises the possibility that consumers of P-limited plant communities may themselves be P-limited.
One of the first unnatural amino acids to be incorporated in Escherichia coli UAA expression systems was p-acetylphenylalanine, chosen for the bioorthogonal reactivity of its ketone.
When k 1 ′ > k 2 ′, the equilibrium point of the system (1.1) is p th moment exponentially stable, where (1.2).
However, by constructing the impulses, we do not need this condition to ensure the equilibrium point of the impulsive system (2.1) is p th moment exponentially stable.
The outage probability of the primary system is given by P out p, C = P out p, 3 0 ≤ α < α * P out p, 4 α * ≤ α ≤ 1, (24).
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