Sentence examples for adaptation speed in from inspiring English sources

This slow adaptation speed in migraine may indicate a lack of cortical excitatory connections [39 41], which consequently causes an increased strength of lateral inhibition in the visual cortex [42].

This section evaluates the performance of the proposed algorithm numerically in terms of the error rate in a broad range of conditions, i.e., different distributions of the outliers, different percentages of outliers in the feature vectors, different dimensions of the input data, different numbers of clusters and in terms of the adaptation speed in case of non-stationary data.

The effect is large: Allowing for long-range jumps only every 1000 generations approximately yields a fivefold increased adaptation speed in the clonal interference regime.

As Wilke pointed out, in the presence of clonal interference, adaptation speed in asexuals still continued to grow with the mean beneficial mutation effects [ 21], although in a decelerating way.

The crossover from periodic selection to clonal interference occurs just when tfix ∼ tmut, implying a characteristic "interference scale" of Next, we use this estimate to find an approximate expression for the adaptation speed limit Vmax observed in Figure 2. To this end, it is convenient to express the adaptation speed in the following general form: (2) V = 2 s 0 2 L d μ ⋅ F (L L c ).

Importantly, we found that, due to these fast Malthusian sweeps, even very small rates of long-range jumps strongly increased adaptation speeds in the clonal interference regime (cf. Figure 4B).

The effect of these long-range jumps on the adaptation speed is shown in Figure 4B.

For small habitat sizes, the adaptation speed is linear in the habitat size, which indicates that adaptation is limited by the occurrence of mutations: Doubling the habitat size, and thus the influx of beneficial mutations, doubles the adaptation speed.

The shifted values of the adaptation speed 〈 V〉 seen in Figure 3 can thus be explained by the differing variance values of the various selective fitness distributions.

As depicted in the upper plot, a large window size results in a slower adaptation speed.

CTS and MTSC&PTS are the best methods in terms of adaptation speed, since they reach the steady state faster, as deduced from their lower P value.