Exact(6)
We say a vertex map f on a graph flips an edge E if - E appears in L f (E).
It is important to note that in L F (β F ) the exits to partial retirement are treated as censored observations.
Also observe that E i contains no direction arrows if and only if E i is in L f (E i ).
Conversely, if x is a periodic point in L f of period m + 1 and if x is not a vertex then there exists a loop in OMG(f) such that for r = 0, 1,..., m.
If a vertex V is fixed then no direction arrows are drawn at V. Observe that an edge E i contains two direction arrows if and only if - E i is in L f (E i ).
In sum, the proposed context-dependent acoustic modeling approach obtains the smoothest (maximum entropy) distribution that captures first-order moments of training data in L f regions indicated by f l c l = 1 L f and second-order moments of data computed in g l c l = 1 L g.
Similar(54)
To see what happens on the level of homotopy categories, it is convenient to change the Reedy structure on the matching expansion M(I), by replacing (7.14) with (deg (i) = 2deg (rho (i))^2 + deg (pi (i))), and redefining classes L and M by saying that (f in M) iff (rho (f) in M), and (f in L) iff (rho (f) in L) and f is cartesian with respect to (rho ).
The significant features of g1 are more distinguishable in P l f than in W l f.
Overall prevalence of HPV infection in their specific pool of male partners (Q a, r,), in turn, depends on the preference of women in this age group for male partners in younger (l f, a), older (h f, a), and the same (1 l f, a– h f, a) age group and the prevalence of HPV infection in these respective male groups.
Hence { T x n } is a sequence in C L ( f ( Y ) ) and it is a Cauchy sequence in ( C L ( f ( Y ) ), H ). Therefore, there exists K ∗ ∈ C L ( f ( Y ) ) such that H ( T x n, K ∗ ) → 0 as n → + ∞.
There was no significant difference in parr L F between unassigned (nonexperimental) and assigned (experimental) offspring in the postflood trap sample (F1,440 = 0.90; P = 0.344), or in parr mass (F1,440 = 0.82; P = 0.366).
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Justyna Jupowicz-Kozak
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