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Can this really be true of a chancellor who has overseen the cutting of staff at HMRC by 20%, and who, for all his "morally repugnant" rhetoric, has done nothing to reduce the tax gap, which even Jenkins acknowledges to be approximating £70bn a year?
Lupaş obtained sufficient conditions for the sequence R n,q(f;x) to be approximating for any function f∈C[0,1].
A sequence {x n } ⊆ X is said to be approximating for (PSVQEP) λ, p corresponding to {(λ n, p n )} if there exists a sequence {ε n } ⊆ R+ with ε n → 0 such that, for each n ∈ N, x n ∈ K ( λ n, x n ). and f ( p n, x n, y ) + ε n e ( x n ) ∈ C ( λ n, x n ), ∀ y ∈ K ( λ n, x n ).
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Known among formal statisticians as the Monte Carlo method, this approach takes spectacularly complex phenomena like weather patterns and stock performance and allows their behavior to be approximated, if not determined.
Hence the number Dn of derangements can be shown to be approximated by n!/e This number was first obtained by Euler.
The results must only be considered to be approximated.
For Fig. 9c to be approximated to Fig. 9d, r M < < r N must hold.
Node displacement is taken as the structural response to be approximated.
On the other hand, the semilogarithmic graph seems to be approximated by a straight line.
A typical mesh rectangle over which Eqs. (27 - 32) are to be approximated is indicated in Figure 2(b).
From these results, simple formulae are proposed that allow the radiation ratios to be approximated closely.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com