Sentence examples for like a null from inspiring English sources

Exact(6)

The symmetrical approach is a bit like a null hypothesis - assume you don't know the outcome, forget who 'won' the argument, forget what you think is true, don't let your own assumptions and biases affect your explanation - now how do you explain this difference of opinion?

aPKCk06403 is a P-element insertion that behaves like a null mutation [19], [20].

In most cases, FOXL2-C134W behaved similarly to the WT protein (Figure 2B E, 3G H), as is the case for the typical type II-associated missense mutant FOXL2-N109K, whereas the type I-associated mutant FOXL2-I80T always behaved like a null mutation.

The npr-1 ad609 npr-1 ad609netically like a null mutant.

Similarly, the crb allele crb 8F105, which lacks the -ERLI motif, behaves like a null allele in the embryo (Wodarz et al. 1993).

The q224ts allele is the strongest of all known temperature-sensitive glp-1 alleles and behaves like a null at the restrictive temperature (Austin and Kimble, 1987; Kodoyianni et al., 1992).

Similar(54)

Definition 1.1 An arbitrary curve α : I ⟶ L 3 in the space L 3 can locally be space-like, time-like or a null curve if, respectively, all of its velocity vectors α ′ ( s ) are space-like, time-like or null [3].

Similarly, in the corresponding analysis of monocot GLO-like genes we tested a null hypothesis H0 where all clades have the same estimated ω value and six alternative hypotheses where this rate is estimated for one or more relevant groups of branches.

The above logic can be implemented by using any looping structure followed by a null statement-";",like by using while or do-while loops.

Both the etr1-7 ers1-3 etr1-7 ers1-3 etr1-7 ers1-3isplandd a similar constitutivetr1-9 ers1-3 etr1-9 ers1-3 etr1-9 ers1-3stent with the newly identified etr1-9 being a null allele like the previously characterized etr1-7.

time-like if 〈 X, X 〉 < 0, space-like if 〈 X, X 〉 > 0 or X = 0, a null (or light-like) vector if 〈 X, X 〉 = 0, X ≠ 0. The norm of a vector X is given by ∥ X ∥ = | 〈 X, X 〉 |.

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