Sentence examples for removing strategy from inspiring English sources

Exact(2)

Removing strategy 1 If one of the solutions is a boundary solution in the front F k, then the non-boundary solution is removed.

Removing strategy 2 If both solutions are not boundary solutions, we introduce variables φ i and φ j of individual I(i) and I j) to judge which individual should be removed.

Similar(58)

A sensitivity analysis of one-study removed strategy was used to evaluate whether or not the results are being driven by any one specific study, and a funnel plot was used to detect whether or not there is evidence of publication bias.

In addition, we compared the imputed genotypes at imputed SNPs only for the unQCed and the fully QCed (QCed data with all poorly clustered markers removed) strategies.

Such improvement was achieved by using modified BCH-based data hiding and unique inserting-removing strategy.

The proposed inserting-removing strategy uses the stream of nonrounded quantized DCT coefficients a q computed as follows: a ′ = D C T B, a q = a ′ Q, a r = r o u n d ( a q ) (16).

In these experiments, we try to hide different amount of data into the set of uncompressed images using the proposed BCH-based data hiding scheme with and without the inserting-removing strategy.

In our experiments, we test both methods: (1) based only on the modified BCH-based data hiding scheme; and (2) the modified BCH-based data hiding scheme with the proposed inserting-removing strategy.

According to the proposed inserting-removing strategy, the stream a of nonrounded DCT coefficients obtained from the blocks a q is divided into three sets: modifiable c m = a ∈ (-∞; -1.5) ∪ (1.5;∞), removable c R = a ∈ [-1.5; -0.5) ∪ (0.5 1.5], and insertable c Ins = a ∈ [-0.5; -0.25) ∪ (0.25 0.5]. Set c unifies modifiable, insertable, and removable sets (i.e., c = c m ∪ c R ∪ c Ins ).

In particular, sophisticated voters can foreclose the possibility that their worst outcomes will be chosen by successively removing dominated strategies, given the presumption that other voters will do likewise.

Next, two researchers (ACEK and MWJK) combined the strategies from the focus groups and removed overlapping strategies, resulting in a final strategy list.

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