Example sentences of "then [letter] is [verb] " in BNC.
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1 | Secondly Definition 1.9.13 Let f = unc Then n is called the degree of f . |
2 | Definition 1.3.5 ( i ) If u ε Z is such that unc ( in Z ) then u is called a unit . |
3 | Definition 1.9.3 ( cf. 1.3.5 ) ( i ) If u ε q[x] is such that u\1 then u is called a unit . |
4 | If unc and if f : unc is such that af = a for all a in A then f is called the inclusion function of A in B. If f : unc is such that af = a for all a ε A then f is called the identity function on A. |
5 | If unc and if f : unc is such that af = a for all a in A then f is called the inclusion function of A in B. If f : unc is such that af = a for all a ε A then f is called the identity function on A. |
6 | Popper objected that pseudo-scientific theories can be confirmed by this logic , and recommended the logic of refutation : if H implies P , and if P is falsified , then H is refuted . |
7 | The idea behind confirmation is that if hypothesis H implies prediction P , and if P succeeds , then H is confirmed . |
8 | Definition 1.3.4 If unc are such that unc then d is called a common divisor of a and b . |