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⊑ such that the comparability of x, y ∈ X implies the comparability of f x, f y ∈ f X.
⊑ such that the comparability of x, y ∈ X implies the comparability of f x, f y ∈ f X. Suppose that for each x, y ∈ X, there exists w ∈ X which is comparable to both x and y.
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Also, owing to the MCB property on X, Dalal et al. [31] observed that g ( x n ) ⪯ z (see line 14 on p.1092) which can not ensure the comparability of g ( g x n ) and g ( z ).
By using Lemma 2.7, Lemma 2.9, Lemma 2.12, λ ω -monotonicity of ωM, ( A + λ ω ω M ) ( X ) = X, and the comparability of J ω M, λ ω A, we know that x 1 ∝ x 0. Further, we can obtain a sequence { x n }, and x n + 1 ∝ x n (where n = 0, 1, 2, … ).
It follows that J M, λ A ( y ) ∝ J M, λ A ( x ) from strong comparability of A. The proof is completed.
Define f(x) in terms of x.
Beware of X joints.
In 2007, the National Institute of Standards and Technology and the International Society for Clinical Densitometry designed a survey to prioritize 7 research and standardization action items to improve accuracy and cross-comparability of dual-energy X-ray absorptiometry (DXA) measurements of bone mineral density.
Comparability of randomised groups by socioeconomic and other categorical baseline variables will be by the chi-square (X) test.
Such wide variation in women's responses raises concerns about the comparability of the underlying attitudinal question, and the validity of comparative research that assumes comparability.
The comparability of general population rates are not exact.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com