Bolloré will be running Source London, the charging network, for TfL, but the car-sharing scheme will be a commercial proposition of which TfL is "supportive".
As Source London, a commercial proposition of which Transport for London is "supportive", it will be arriving in the British capital next year.
This approach is also evident in Valla's analysis of the proposition of which a syllogism or argument consists.
But which is to be? Carnap requires that e be one's total evidence, that is, the maximally specific information at one's disposal, the strongest proposition of which one is certain.
This rational illumination empowers me to "see utterly clearly with my mind's eye"; my feelings of certainty are grounded — indeed, "I see a manifest contradiction" in denying the proposition of which I'm convinced.
For instance, in the Preface of [1903] (p. xvii) he writes: "In pure mathematics, actual objects in the world of existence will never be in question…." 4. In Russell [1903], §430, for example, he writes that "there seems to be no true proposition of which there is any sense in which it might be said to be false….
Then it may be the case that the strongest proposition of which one is certain is expressed by a tautology T — hardly an interesting notion of 'total evidence'.[4] In connection with the 'applicability to science' criterion, a point due to Lakatos is telling.
We have assumed throughout that the set of propositions on which an agent's credence function is defined is finite.
And, given that this awareness is supposed to be a simple relation, there is no question of producing an analysis of the proposition which represents it as a conjunction of propositions each of which seem to express facts which do not depend on anything Jones can do.
If we get under certain circumstances the impression that one and the same proposition can sometimes be true and sometimes be false, this is merely due to the fact that we do not talk about a proposition but about an ambiguous linguistic chain of words that expresses two or even more propositions, some of which can be true and others false (WL II, 7).
