Sentence examples for path traversing from inspiring English sources

The only scenario in which a path traversing through the wormhole link may be selected by WRSR is if it satisfies the necessary wormhole-free path criterion.

When defocusing loss is ∼26 dB at 40 km altitudes, we obtain dv ∼ 60 m for the same D. Letting the typical scale height of H = 6 km (corresponding to 60 km altitude) and the planetary radius of R = 6052 km, and ignoring the bending of the ray path, the length of the ray path traversing the atmospheric layer with a thickness H is 2((R + H 2 − R2 1/2 ∼ 500 km.

Ideally, the goal of the algorithm is to determine a simple path traversing all the nodes – that is, a Hamiltonian path.

However, common graph algorithms such as Dijkstra's algorithm (shortest path), directed path traversing, spanning trees or sophisticated graph matching patterns are hardly applicable on RDF triple-stores (61).

The most direct causal path, traversing multiple levels of organization and linking exposure, binding of the toxicants to biomolecules, intermediate key events, and apical adverse outcome, is what characterizes AOPs.

The full model form spanning M components estimating the probabilities of T transitions is, (2) where π m is the mixture model component probability, p(c1| θ1 m ) is the probability of the initial state c1, and p(c t, x t | c t -1, θ tm ) is the probability of a path traversing the edge x t linking states c t -1 and c t.

The high path traversed the ridge.

A path traverses the lawn, which is kept green by a sprinkler system.

In this case the volume of the solid generated equals the product of the area of the region and the length of the path traversed by the centroid.

And it wavered even before the pope flew off tonight, visibly moved by his journey in Jesus' footsteps, though the path traversed a Holy Land mined with religious and political sensitivities.

Pappus's theorem, in mathematics, theorem named for the 4th-century Greek geometer Pappus of Alexandria that describes the volume of a solid, obtained by revolving a plane region D about a line L not intersecting D, as the product of the area of D and the length of the circular path traversed by the centroid of D during the revolution.