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From 348 positive (focal liver tumours) and 348 negative examples a number of hypotheses of the type w1x1+⋯+wnxn≥ϑ were calculated for n=14161.
For $f=2 $or more the consistency conditions are not trivial, and when they are satisfied \eqref{eqn17} provides a generalization of the Born rule.[1] Insight into the meaning of the consistency conditions is best obtained by working through examples; a number of these will be found in Chs. 12 and 13 of Griffiths (2002a).
As evident from the examples, a number of the selected words were of Greek, Latin or French origin and the spellings of these words could be characterized as unusual with respect to common phoneme grapheme rules of German.
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"By way of example, a number of [Attiya's] cousins received much less," they said.
For example, a number of materials that inhibit formation of gibberellins by the plant cause dwarfing.
In the above example, a number of other corpora have already been created.
For example, a number of diagnostic devices have slow response times and are burdensome to patients.
For example, a number of the plants have air conditioning in countries where it is a rarity.
In Pilkington's case, for example, a number of children from different neighbouring families were responsible for the harassment.
For example, a number of students were barred from attending schools and universities because of their parents' low credit scores.
In the human embryo, for example, a number of structures are transient and at birth have already undergone atrophy.
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