In the sequel, when we write a functional inequality without specifying its domain of validity, we assume that it holds for all sufficiently large t.
In what follows, for convenience, when we write a functional inequality or equality without specifying its domain of validity, we assume that it holds for all sufficiently large t.
It all seems sufficiently safe and diverting to serve as a surrogate baby sitter, while perhaps just strange enough to appeal to hung-over adult hipsters.
In the sequel, unless otherwise specified, when we write a functional inequality we shall assume that it holds for all sufficiently large values of t.
In [13, 14], Wulf and Ford showed that, if applying the Euler forward method to solve the delay differential equation, then the discrete scheme is 'dynamically consistent.' It means that for all sufficiently small step-sizes the discrete model undergoes a Hopf bifurcation of the same type as the original model.
A solution (x t)) is said to be eventually positive (negative) if it is positive (negative) for all sufficiently large t.
In this paper it is shown that for all sufficiently large values of v, a packing and a covering on v elements exist whose numbers of blocks differ from the basic bounds by no more than an additive constant depending only on k.
It can be calculated as a saturated solution of all sufficiently soluble components in a tablet [ 21].
Indeed, it is sufficient for the first inequality in (3.1) to hold true for all sufficiently large integers.
What clients may not realize, however, is that most weather-beaten criminal defense lawyers have "heard it all" and are sufficiently skeptical to often be able to separate the wheat (truth) from the chaff (falsity).
