Sentence examples for by random shuffling of from inspiring English sources

The empirical ratio is smoothed with locally weighted regression (solid lines) and compared with a baseline obtained by random shuffling of genders (dashed lines).

For larger primes, it is hard to not produce low correlation p × p sets by random shuffling of the parent Hadamard, as the gap between lowest and worst cross-correlation values is so large, and 91% of random shuffles have either 0 or ± (p + 1) toggle differences.

To select the k value, 200 random networks were generated by random shuffling of the gene names of the nodes in G. DEGAS was then executed on each network, for a range of values of k, and an empirical p-value was computed as the fraction of these 200 networks in which DEGAS found a smaller DP than the one found in the real network.

The statistical significance of this averaged score is assessed by random shuffling of gene GO annotation associations, maintaining both the annotation and gene distribution.

We did simulation study by random shuffling of miRNA sequences to test whether our method could distinguish a miRNA from its shuffled version during the detecting process.

Basically, a total of 10,000 gene pairs were generated by random shuffling of the singleton genes and the Pearson's Correlation Coefficient (r) was calculated similarly for each pair.

The example was created by random shuffle of the segments with no similarity-based segment selection or cross-fading while concatenating the segments.

After a base-by-base random shuffling of the analyzed sequences, we observed a significant deviation between the real and the randomized data in the genomic signature distances for the LDV-host pairs (t-test, p < 0.001; Fig. 3).

The cities were represented by a combination of genes causing the bacteria to glow red or green, and the possible routes between the cities were explored by the random shuffling of DNA.

We computed the distribution of all possible cross-correlations between large numbers (several hundred) of pairs of families C = A ⊗ A′, where each family of p p × p arrays was produced by a random shuffling of a particular Hadamard matrix.

However, an equivalent Hadamard matrix is easily formed by a random shuffling of any existing Hadamard matrix rows (or columns), provided that no row (or column) ends up back in its original place.