Sentence examples for size path from inspiring English sources

Subsequently, realistic path-loss models and user distributions were investigated in [6, 7] providing closed-form ergodic capacity expressions based on the cell size, path loss exponent and geographical distribution of UTs.

Following that, realistic path-loss models and user distribution were investigated in [15, 16], where closed-form capacity expressions based on the cell size, path loss exponent and user spatial probability density function (p.d.f).f

Subsequently, realistic path loss models and user distribution were investigated in [11, 12] providing closed form capacity expressions based on the cell size, path loss exponent and user spatial probability density function (p.d.f).f

The method of Trapnell et al. [ 4, 31], referred to as Cufflinks, constructs a read overlap graph and reconstructs transcripts using a minimal size path cover via a reduction to maximum matching in a weighted bipartite graph.

As shown in Table  4, there was strong evidence that the excess CO2 emissions associated with overweight or obesity were partly explained by reduced active travel distance (path 1; see also Table  3) and, in the case of obesity, by larger engine size (path 3).

After performing spliced alignment of (paired) reads onto the genome using TopHat [ 21], the method of Trapnell et al. [ 20], referred to as Cufflinks, constructs a read overlap graph and generates candidate isoforms by finding a minimal size path cover via a reduction to maximum matching in a weighted bipartite graph.

Nevertheless the magnitudes of these 'active travel' and 'engine size' paths were relatively small compared to the total effects, together explaining only 19% of the effect for overweight and 31% of the effect for obesity.

For workpieces of same size, the path spacing changes the density degree of path.

Examining Figure 9, the FBSC receiver contains one M-path PAC, two M-path PSC, two reduced size M′-path PSC, five M-entry IPEs, and two reduced size M′-entry IPEs.

Update 2 – Added some more thoughts on size of Path's install base and downloads.

Figure 5 Average platoon size versus path loss exponent α, ( σ = 2, P tx = 33 dBm, λ = 0.1 veh/s).