Sentence examples for statements I from inspiring English sources

Then statement (iii) is implied by statements (i) and (ii).

The statements (i), (ii) are consequences of [18, Lemma  2.5].

There hold the following statements: (i), (ii If for all then.

Then by Theorem 5, we obtain the statements (i) and (ii).

3.8 that statements (i) and (ii) of Theorem 3.3.3 do not hold for (p<2).

Statements (i) and (ii) also hold if we reverse the signs in all of the inequalities.

Consider the following statements: (i) The family ((f_{u_{1}}, g_{u_{2}}; A ;U)) satisfies the ((AFRC)).

Noting that statements (i) and (ii) hold followed by (iii)–(v), we will only prove conclusions (iii)–(v).

Consider the following statements: (i) (gin operatorname{wuCs}(X^)).   (ii) (Swidehat{F}_{w^(g)=ell_{infty }(widehat{F})).

Open image in new window (8)With Statements (i), (ii), (iii), (iv) and (v) at hand we can now prove the required result.

By using the package Mathematica, one can see that the statements (i - vi) are true.