Sentence examples for under the sum from inspiring English sources

We consider the detection performance of the waveform under the sum power constraint and maximum individual power constraint.

As shown in Figure  1, the transmit power fluctuates as much as 4 W in the transmit antenna under the sum power constraint.

(2) Treating these effective channels as parallel, noninterfering channels, the new covariances S ~ i ( n ) i = 1 K are generated by the GWWFA under the sum power constraint P t.

With a linear minimum mean square error (MMSE) receiver, also known as a Wiener filter, the optimum precoding matrix under the sum power constraint can be generally expressed as [15].

As shown in Figure  1, the transmit power fluctuates as much as 4 W in the transmit antenna under the sum power constraint. 1 < p < ∞, peak and sum power constraints (PSPC): When the value of p is appropriately chosen, this satisfies the sum power constraint of the whole system and the peak power constraint of the individual antenna.

The expression in the second bracket under the sum reflects the effect of the S loci, which decreases fitness by at most s i depending on the frequency of viruses p V and the probability of infection.

In [20, 21], under the sum-power constraint, an alternating optimization strategy for joint power control or linear beamforming has been proposed to solve the SINR balancing problem.

Under the sum-power constraint tr ≤ PΣ and the property tr(ABC) = tr BCA), one can have the following condition ∑ u = 1 U t r C k, m, u ≤ P Σ.

Using a minimax optimization approach, the sum-capacity for the MIMO-BCs has been studied in [25, 26], which seeks to maximize the minimal SNR among all the users under the sum-power constraint by transforming into its dual MAC problem.

Our second algorithmic contribution is a greedy heuristic to optimize a set of anchors under the sum-of-pairs breakpoint score.

Configural invariance, however, necessarily implies a multi-dimensional model, so sum-scores are never sufficient statistics (see Study 1), and the power to detect genetic variants under the sum-score model is always lower than the power under the true latent factor model.