Sentence examples for admissible it from inspiring English sources

Superintendent Tony Thompson of British transport police said: "If certain key documents aren't admissible, it tears the heart out of any potential prosecution".

The judge wrote that although Mr. Bryant's account would meet the threshold to be admissible, "it lacks credibility, and therefore would not produce a different result in a new trial".

Since I, P K, f, g and ε all are admissible, it follows from Lemma 2.1 that ψ is admissible.

To show that \(T^*\) is not admissible, it suffices to construct two models of \(T^*\) that are expansions of one and the same interpretation of the ground language \(L\).

But when the Latin in is used with admissus (admissible), it means opposed to being admitted -- that is, not admissible.

As was explained above, in this reconsideration H must be large enough to guarantee C 2 N (H) ≥ ε, and, in order to be admissible, it must respect the constraints set by the allele frequencies in the population.

Since T is α-admissible, it is easy to check that α ( x n, x n + 1 ) ≥ 1 for all natural numbers n.

Since T is α-admissible, it follows that begin{aligned} minbigl{ alphabigl u,T^{n}zbigr),alphabigl(T^{n}z,v bigr bigr} geq1,quad forall n=0,1,ldots.

Assume that x n ≠ x n + 1 for all n ≥ 0. Since T is α-admissible, it is easy to check that α ( x n, x n + 1 ) ≥ 1 for all n.

Proof Let x 0 ∈ X be such that α ( x 0, T x 0 ) ≥ 1. Define the sequence { x n } by x n + 1 = T n + 1 x 0 for all n ≥ 0. We show that d ( x n, x n + 1 ) ≤ γ ( x n − 1, x n ) d ( x n − 1, x n ) for all n ≥ 0. Since T is α-admissible, it is easy to check that α ( x n, x n + 1 ) ≥ 1 for all n.

Note, however, that the last property is usually lost when an admissibility condition is imposed on the class of trading strategies since, typically, a trading strategy is deemed to be admissible if it its discounted wealth is bounded from below or nonnegative (hence the class of admissible trading strategies is no longer a vector space).