Example sentences of "of [noun] be [adv] that " in BNC.

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1 Floyd 's Algorithm works with the adjacency matrix representation of G. For convenience , let us assume that the vertex set of G is so that G is represented by a variable A of type
2 The original conception of review is indeed that set out above .
3 The defence of formalism is always that it serves to control an excess of feeling , but here in the absence of formalism there is nothing but empty pathos , artificiality in its weak form .
4 ‘ A crucial problem in the law of rape is precisely that it focuses unswervingly upon the non-consent of the complainant .
5 The other problem with the concept of consent is simply that it is susceptible of very weak and even negative interpretations .
6 The interest of UE is simply that it follows Gaius , and keeps to the basic wordings .
7 The assumption here is that ‘ when [ a driver ] happens to feel subjective risk or fear he often tends immediately to eliminate this feeling by certain behavioural changes ’ ( Summala , 1976 , p.239 ) , a major cause of accidents is thus that drivers have too high a ‘ subjective risk threshold ’ .
8 An alternative explanation for the general enhancement of performance is simply that the subject populations differ between the studies .
9 The most plausible explanation of the demand for the law of Winchester is probably that the rebels accepted the 1285 Statute of Winchester , which could be interpreted as giving all adult males the right to bear arms .
10 The ideal source of information is therefore that collected prospectively , that is , from subjects in their childhood who are then followed up and re-interviewed many years later .
11 Often this criticism is less than coherent , and it sometimes seems that a principal reason for the volume of protest is simply that rates are an unusually transparent tax ; there are few other cases where individuals are personally and directly responsible for making payments ’ .
12 The most complete atlas of mechanical properties of polymers is still that by McCrum , Read & Williams ( 1967 ) .
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