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Exact(15)
Assume that the conclusion does not hold.
Suppose that the conclusion does not hold.
Assume, the conclusion does not hold, then (3.28).
Hence, the conclusion does not hold for transient states.
However, this conclusion does not hold over all sectors and regions.
Assume that the conclusion does not hold, then there exist a sequence in with such that.
Similar(44)
However, note that in the low SNR region those conclusions do not hold, as the rate used by S is too high and the interference cannot successfully be removed by means of SIC.
In fact, some of the previous conclusions do not hold anymore.
What if another set of parameters that can fit the constraints just as well show that the main conclusions do not hold anymore?
We suppose that the conclusion (4.12) does not hold, then there exist y 0 and x 0 in C such that 〈 f ( x ), x − y 0 〉 ≥ 0 for all x ∈ C, (4.13).
We may consider the case that λ 0 ∈ ( 0, Λ ] as the conclusion of (a) does not hold for λ 0 = 0.
More suggestions(15)
conclusion is not hold
conclusion does not correspond
conclusion does not appear
conclusion does not exclude
conclusion holds not hold
conclusion does not rule
conclusion does not justify
conclusion does not change
conclusion does not agree
conclusion does not imply
conclusion does not follow
conclusion does not come
conclusion does not mean
conclusion does not take
conclusion does not say
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com