[see also: consequence, result, outcome, influence]
This map will be shown to be in $M$ by examining its effect on $B$.
We can immediately use one of these poles to cancel out $\langle$compensate for$\rangle$ the effect of the pole at $s=0$.
Offsetting the effect of the pole at $t=0$ requires more work.
Conjecture 2 of [KH], to the effect that [= meaning that] there is no relation $P$ with $E(P)=1$, still remains open.
We first prove the (rather simpler) Theorem 7, by effecting a quite general reduction of the problem to the study of certain isotropy factors.
The passage from bounded $f$ to general $f$ is easily effected.
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