I think the semicolon is more easily understood if it is defined in relation to the colon rather than to the comma.
It is not, messieurs, mesdames of Rusi, the existence of the bogey of multiculturalism that exposes us to the risk of terror, but efforts to impose a single monolithic and invented sense of "nationhood", which, if it is weak in relation to the intensities engendered by other ideologies, must mimic these, according to Rusi, in order that "we" should prevail.
For example, if it is measured in relation to a system moving with uniform acceleration A, then the measured acceleration will be a′ = (a − A).
Then Malament's uniqueness theorem shows that if S is definable from κ and O, if it is an equivalence relation, if points p on O and q not on O exist such that S p,q) holds, and if S is not the universal relation (which holds for all points), then S is the relation of standard synchrony.
Spinoza's answer is that a finite object exists necessarily if it is considered in relation to the whole of nature, a whole that does follow from God's absolute nature.
David Copp (1995) maintains that it is true that something is morally wrong only if it is wrong in relation to the justified moral code of some society, and a code is justified in a society only if the society would be rationally required to select it.
If it is false in relation to our prior knowledge the inference is more difficult, which means that it results in more errors or longer decision times.
Formally, a binary relation is a similarity relation if it is at least reflexive (an equivalence relation is reflexive, symmetric, and transitive).
On the contrary, it feels as if it is a public-relations strategy, a depiction of the whole apparatus of Greek campus life as a breeding ground for a life in power, an instructional in pragmatism.
An increase is deemed excessive if it is "unreasonably high in relation to the benefits provided".
