Sentence examples for Is admissible to from inspiring English sources
Thus, "I am sorry that you broke your leg" may not be admissible in court, while, "I just waxed the floor and failed to place a warning cone" is admissible to prove negligence.
Under this architecture, any road segment is admissible to be traversed only during time-slots when the accumulated reservations do not exceed its critical density.
(4) The derivative family member is admissible to the United States under the Act, or otherwise has been granted a waiver by USCIS of any applicable ground of inadmissibility, at the time of examination for adjustment.
I myself am clearly of opinion that in this case, where we have to ask ourselves whether the object of the contract was frustrated by the non-happening of the coronation and its procession on the days proclaimed, parol evidence is admissible to shew that the subject of the contract was rooms to view the coronation procession, and was so to the knowledge of both parties.
On Tuesday, the US Customs Border Protection Agency said border guards will have "broad latitude" to determine who is admissible to the country.
On the other hand, if the notion of 'person' designates a collection of aggregates, then it is admissible to talk about persons being conventionally real (for detailed discussions of Vasubandhu's critique of the personalist view see Duerlinger 1993, 2003).
From the subsequent analysis and Fig. 2, it will be clear that the Case I is not admissible to the present study as there is no common region for which (omega
The trading strategy H i is admissible, being S i a ({mathbb {Q}} -local martingale for every ({mathbb {Q}} -localhcal {P}}).
Since I is admissible, we have (B in I).
Then for every ϵ > 0, t > 0 and nonzero z ∈ X, there is a positive integer N such that F x j k − ℓ, z ( t ) > 1 − ϵ. for all j, k ≥ N. Since the set A : = { ( j, k ) ∈ N × N : F x j k − ℓ, z ≤ 1 − ϵ }. is contained in S × S, where S = { 1, 2, 3, …, N − 1 } and the ideal I is admissible, A ∈ I. Hence I F - lim x = ℓ.
Since I is admissible and ((x_{j})) is a lacunary (I_{mu} -statistically convergent sequence of order β defI_{mu} -statistically by using the convergent of (mathsequence we see with the lacunary sequence (theta=(h_{i})), the right hand side belofgs torderwhich completes the proof.
