Sentence examples for frequency paths from inspiring English sources

(ii) The second step is the construction of the genealogy at one or several neutral loci using a structured ancestral recombination graph conditioned on the frequency paths.

Conditioned on the frequency paths of the beneficial allele in all demes of the metapopulation, ancestral lines of one or several neutral markers linked to the beneficial allele can be followed backward in time.

(i) The first step consists of generating the frequency paths (trajectories) of the selected allele in all demes by multinomial sampling in a Wright Fisher model for an arbitrary geographical structure.

This method integrates the TFD along data-dependent, time-frequency paths that are automatically extracted from the TFD using an edge linking procedure and has the advantage of reducing the dimension of a TFD.

This is surprising at first sight, because betweenness centrality of a node measures the frequency of paths between all node pairs that pass through that node, and Fig. 2a shows that the paths between most node pairs get impaired upon removal of S3.7 proteins.

Nagamochi [23] proved that a graph determined by the frequency of paths with length one can be found in polynomial time if any exists.

Fujiwara et al.[28] studied enumeration of tree-like chemical graphs that satisfy a given feature vector which specifies frequency of paths of up to a prescribed length K in a chemical compound to be constructed.

Akutsu and Fukagawa [22] formulated the graph preimage problem as the problem of inferring graphs from the frequency of paths of labeled vertices and proved that the problem is computationally intractable (NP-hard) even for planar graphs with bounded degrees [22].

Since the differences of Doppler frequencies of paths are empirically much less than 43 KHz, it is important to jointly estimate the delay and Doppler frequency in order to resolve the paths in the delay domain.

First, explicit mathematical expressions, which highlight the highly nonlinear relationship between frequency and path loss are presented.

The frequency of path segment requests exceeded that of chance, confirmed in a chi-square comparing frequency of beacons requested within versus outside of intersections, relative to area-weighted expected frequencies, χ2(1) = 442.9, p < 0.0001.