Here we show that the asymptotic expansion for (log (frac{K zeta )}{inzeta })) derived in Sect. 4 is valid, in particular, that Corollary 2 applies to our specific (A x,zeta )) and (B x,zeta )).
As (varepsilon_{1}> frac{pi}{2}) and (varepsilon _{2}> frac{pi}{2}), the results of these lemmas are valid, in particular, in the entire interval (( 0, frac{pi}{2} )).
Obviously, (4.7) and (4.8) are valid in particular for the elements of { x n k } and { x n k ′ }, respectively, from which, letting k → ∞, one finds A 1 ≤ x α ( t ) ≤ M ˜ 0 for t ∈ [ α, T ], m 1 ≤ x α ′ ( t ) ≤ ϕ α < B for t ∈ [ α, T ].
We respect your opinion and you're points are valid, in particular regarding Agile development.
However, such correction would be valid only if the underlying lesion-deficit model is valid: in particular, if the function is dependent on a single, voxel-sized locus.
Despite these limitations, we believe the results of this study are valid, in particular in terms of relative performance differences, and we anticipate that similar effects would likely be observed in a true double-reading environment.
A signature policy is a set of rules to create and validate electronic signatures, under which an electronic signature can be determined to be valid in a particular transaction context.
That may be valid in the abstract.
Whatever is valid in the rest of Europe must also be valid in Greece.
