Sentence examples for the case of optimizing from inspiring English sources

Hence, a methodology based on the Non Inferiority Criterion (Pareto, 1909 [2]) and the Smallest Loss Criterion (Rocco et al., 2002 [6]) was used, capable of considering multiple objectives simultaneously, without reducing the problem to the case of optimizing a single objective as occur in most methods found in the literature.

It is clear that in the case of optimizing the distance, the channel capacity of all relay nodes is the same and relatively higher than the end-to-end channel capacity in the case of optimizing the transmit power.

In the case of optimizing allocation time, let's assume that the channel capacity of RS k is the lowest (C k ≪ C i, i ≠ k,).

Even if the case of optimizing among multiple goals can be solved mathematically, in practice – be it written or actual science or technology – this is difficult.

We start with the simple setting of optimizing power flows in a static network, and then proceed to the case of optimizing dynamic power flows, i.e., power flows that change with time over a horizon.

In the cases of optimizing crystallization conditions, components were added without mixing in the following order: buffer, precipitants, polyvalent cations, divalent cations, monovalent cations, and RNA oligonucleotides.

Specifically a further gain of 2 dB can be realized when compared to the case of solely optimizing the threshold value.

The paper shows the methodology and case study of optimizing the building's natural ventilation through CFD wind environment simulation from three aspects, i.e. site planning, building shape and building envelope, in a bid to offer some ideas to address the mismatch and poor synergy between architectural design and technological analysis.

In any case, the challenge of optimizing and delivering cost-effective treatment for the individual patient remains [ 45].

So obviously this technique in the case of small P(D) optimizes specificity of the test, and with high P(D), sensitivity is optimized.

Similar to the case of one-way relaying, the problem of optimizing the transmit, relay, and receive matrices for the two-way scenario can be formulated as begin{array}{*{20}l} min_{{mathbf{B}_{k}}, mathbf{F}, {mathbf{W}_{k}}} & max_{k};; E_{k} end{array} (39a).