Sentence examples for os quantity from inspiring English sources

Exact(1)

The OS quantity was assessed after several trials (from 0.5 to 10 μL) and was found the most appropriate to obtain reproducible experiments [ 43].

Similar(59)

With layer-by-layer removing the specimen surface, the C and O quantities decrease and reach zero level at the depth ≈ 6 nm (Fig. 4).

B x0; R) is the ball centered at x0 ∈ ℝ N with the radius R > 0, ( D 0 1, p - 1 denotes the dual space of D 0 1, p , the norm in L p is denoted by |·| p, the quantity O(ε t ) denotes |O(ε t )/ε t | ≤ C, o(ε t ) means |o(ε t )/ε t | → 0 as ε → 0 and o(1) is a generic infinitesimal value.

In particular, the quantity O 1 ( ε t ) means that there exist the constants C 1, C 2 > 0 such that C 1 ε t ≤ O 1 ( ε t ) ≤ C 2 ε t as ε is small.

(O (varepsilon )) denotes a quantity satisfying (|O varepsilon)| /varepsilonleq C), (o varepsilon)) means (|o varepsilon)|/varepsilonrightarrow0) as (varepsilonrightarrow0) and (o (1 )) is a generic infinitesimal value.

The objective function in (29) involves the quantity Pr ( O, Q, E, F | λ ̄ ) which could be expressed analytically as: Pr ( O, Q, E, F | λ ̄ c ) = π q 0 ( c ) ∏ t = 1 T − 1 a q t q t + 1 ( c ) ∏ t = 1 T u q t e t ( c ) w q t e t f t ( c ) b q t e t f t ( c ) ( o t ) (70).

The objective function in (81) involves the quantity Pr ( O, Q, F, E | λ ̄ ) which could be expressed analytically as Pr ( O, Q, F, E | λ ̄ c ) = π q 0 ( c ) ∏ t = 1 T − 1 a q t q t + 1 ( c ) ∏ t = 1 T w q t f t ( c ) u q t f t e t ( c ) b q t f t e t ( c ) ( o t ) (83).

Risk analysis performed by experts, providing predictions and assessing uncertainties related to the following quantities: o Proportion of successful treatments for patients at the hospital H o Successful treatment of patient L. The risk analyses are carried out according to the approach outlined in the previous section.

The quantity d o, being bounded by the interval (0, 1], can be considered an inefficiency measure. In this model, DMU0 is considered efficient if and only if d o = −0 or (sumnolimits_{r = 1}^{s} {u_{r} y_{r0} } = 1).

Now, returning to the relation (62), we deduce that the determining of the sign σ2/(4πGρ i ) is identified if the sign of the quantity Q o x = I 0 x K 0 x - 1 2 (65). is identified.

The solvent contribution must be included in the model to avoid systematic errors in Y c which will lead to a systematic error in the other parameters because the function minimised during refinement (Equation 1 [25]) contains the observed quantity Y o which has contributions from all atoms, including solvent, however disordered it may be.

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