The idea of sitting still for longer than was strictly necessary, let alone for the length of time required to concentrate on a book seemed ridiculous.
So it is difficult to see how even the most scrupulous executives could justify calculating their company's earnings on the basis of strictly neutral, let alone pessimistic, assumptions.
Assuming that Z is a Banach space with the dual Z ∗ strictly convex, let S ⊂ Z be aclosed convex subset with finite co-dimensionality.
Since, for each t ∈ A, φ ( t, ⋅ ) is strictly increasing, let φ − 1 ( t, ⋅ ) be its inverse function, which means, for each s ∈ [ 0, ∞ ), φ ( t, φ − 1 ( t, s ) ) = s.
And as far as I'm concerned, Radio 3 should continue to err on the side of telling us that bit too much, rather than restricting itself to only what's strictly necessary, or simply letting the music speak for itself.
This isn't strictly Indian food, let alone North Indian, but food from -- as you might guess -- the entire spice route, essentially south and southeast Asia.
But these rules did not define capital strictly enough, which let banks smuggle in forms of debt that did not have the same loss-absorbing capacity as equity.Under pressure from shareholders to increase returns, banks operated with minimal equity, leaving them vulnerable if things went wrong.
But this is very much an outsider's book, and if Schama doesn't come from a strictly European perspective, let's just say he comes from the realm of enlightened High Thinking that exists where The New York Review of Books reaches out and air-kisses The London Review of Books.
ψ t is strictly order-preserving: let ((t,u), tt,v in [0,T]times mathcal {I}_{T}^{circ }), with u
E is said to be uniformly convex if for any ϵ ∈ ( 0, 2 ] there exists δ > 0 such that for any x, y ∈ U E, ∥ x − y ∥ ≥ ϵ implies ∥ x + y 2 ∥ ≤ 1 − δ. It is known that a uniformly convex Banach space is reflexive and strictly convex. Let C be a nonempty closed convex subset of E. Let S : C → C be a mapping.
