Sentence examples for latter relation from inspiring English sources

The latter relation separates: sin ψ d ψ = B U d U, (1.3).

Therefore, on account of conditions (63) and (64), the latter relation yields 0 = v ( a ) ≤ v ( t ) ≤ v ( b ) for  t ∈ [ a, b ]. (65).

While the former relation ("midazolam" and "cardiorespiratory arrest") is in the same sentence, the latter relation ("midazolam" and "respiratory and cardiovascular depression") is not.

The latter relation is simply due to the fact that each element of the DFT matrix F is a rotation scaled by (1/sqrt {M}).

end{aligned} By using relations (16) (or (17)) and (9) of [9], we annihilate the latter relation, i.e., we obtain relation (20) for (beta>1).

In the case of a cubic material the latter relation fails to hold such that the material possesses three independent parameters, namely E, G, and ν need to be measured independently.

Plugging the latter relations into the first of inequality (31) we turn it into an equality.

These latter relations are well known and can be obtained from the definitions of A, L, P, and T. Since (H=T^{ -1)}) we deduce (H=T^{ -1T^{(-q)}) for each (|q|leq1).

According to the latter, relations have different 'positions' that can somehow host relata: Abelard loves Eloise and Eloise loves Abelard differ, because the two positions of the very same loving relation are differently occupied (by Abelard and Eloise in one case and by Eloise and Abelard in the other case).

It follows from latter relations u ( x ) = 1 2 π ∫ [ F ( u ( x ) ) ] ( z ) e i x z d z = ∫ [ F ( c ( t ) u ( t ) ) ] ( z ) [ F t h ( x + t, μ ) ] ( z ) d z, where F t means that the Fourier transformation has been determined under t.

Given an interpretation (mathcal {I}) and a DL TBox axiom or an RBox axiom (varphi ), we define that (mathcal {I}models varphi ) iff (mathcal {I}models pi (varphi )), where the latter satisfaction relation (models ) is defined as usual.