To model a real scan-path, two hypotheses were proposed: firstly, the edge of path graph was weighted by eye movement parameters.
The path length was stored and the edges of the path, except those that connect Pn or Pm, were deleted from G Pn. 6. Step 5 was repeated until a preset maximum path length l max was reached.
In this case, the path y → x′ → ϕ → t is a path from y to t in G f (again, the existence of all edges of this path in G f can be asserted from the flow conservation constraints).
Pine needles are scattered at the edges of the path and wild roses and honeysuckle scent the air.
It was a wilderness trail, yes, but a preternaturally precise and elegant one, 800 steps made of 1,000-pound 1,000-poundanite, and more than one mile of walkway slabsrted by stofe crib walls with boulders called granitees guanding the edges of the path, and trees and greenery totally undisturbed.
The dots indicate the directed and undirected edges of the path diagrams determining the models.
Normally, one will choose a value close to one (we use 0.95) but one may also prefer smaller values, demanding significantly larger associations in all edges of a path to explain an edge.
This implies that rk R i ≤ rk U ≤ rk S 1 ∪ ⋅ ⋅ ⋅ ∪ S ℓ ∪ U and thus that (x, y ) ∈ A. □ Induction on the edges of a path shows the following: Corollary 1. Say (T, A ) is an induced arrow tree, and that { u, v} and { x, y} are edges of T such that the path from u to y contains both v and x.
In the diploid case, the extension of phasings from edges to paths was unambiguous because for each of the two phasings, exactly one haplotype begins with 0 (or 1) and exactly one haplotype ends with 0 (or 1).
An extension edge e of path P is called an active edge if C · S c o r e P (e ) ≥ S c o r e P (w i n n e r ).
