Sentence examples for proposition which are from inspiring English sources

From a logical point of view, the most interesting results will turn up if all extra-logical parts of a proposition, which are simple (or — as explained before — "relatively" simple), are taken to be variable (WL II, 84).

We can see that Stumpf's fundamental argument against empiricism and transcendental criticism rests on the fundamental distinction between concept and proposition, which are of major philosophical significance in Stumpf's subsequent work on the theory of knowledge, as we will later see.

After careful consideration Bolzano decided against the view to define a proposition as something constructed out of ideas (i.e., as a connection of two arbitrary ideas by means of the copula [has]) (WL II, 18); he rather suggested that we define ideas as those parts of a proposition which are not themselves propositions (WL I, 216, WL II, 18).

I wonder how much of that proposition, which was very Steam-like, will come back?

It's a total value proposition, which is not just about price.

The betting, however, is that the proposition, which is supported by Democrats, will pass.Mr Schwarzenegger may also get beaten on another "pro-business" proposition, 64, which tries to stop "shakedown lawsuits", but which has annoyed consumer watchdogs and environmentalists.

We are a creedal nation, dedicated to a proposition, which is approximately this: All people are created equal and have a right to spacious freedom that produces unequal outcomes.

"What intrigued us about the idea is that it linked with the brand proposition, which is taking heat from bad to good in a dramatic way," Mr. Gross said.

A singular proposition is to be contrasted with a general proposition, which is not about any particular individual, and a particularized proposition, which is about a particular individual but does not contain that individual as a constituent.

We begin with a proposition which is needed to prove the main theorem of this section.

First, we give the following proposition which is an adaptation of Lemma 1.1 in [14].