Sentence examples for examples of propositions from inspiring English sources

That a is identical with a, that b resembles c, and that d is larger than e are examples of propositions that are intuited.

Examples of propositions for each category are presented in Table 6.

Indeed, true propositions about the past were the standard examples of propositions necessary in the sense that their truth cannot cease.

Further, there seem to be actual examples of propositions that are not founded on justified or grounded concepts that we can be a priori justified in believing and even know.

The results of the content analysis of the data are presented as examples of propositions made by the German and Japanese student teachers and are presented in Table 6.

Chrysippus defined a proposition as "that which is capable of being denied or affirmed as it is in itself" and gave examples of propositions such as "it is day" and "Dion is walking".

Alleged examples of singular propositions are the propositions [Mont Blanc is more than 4,000 meters high], [Socrates was wise], and [She (pointing at Susan) lives in New York].

Now we give an example of Proposition 3.1.

As as additional consequence (and easy example) of Proposition 3.1 one can get well known results such as the contraction mapping theorem.

Remark 2.4 To be an example of Proposition 2.3, we can consider the following: For an odd positive integer t, one can take k = 4 t, l = t, μ = 3 t, λ = t and i = 2 in the presentation given in (7).

Then P M is p-Cockcroft (equivalently efficient) if and only if p ∣ k − l, p ∣ i − 1, p | i μ − i λ k − l, p | i μ − i λ i − 1. Remark 2.2 To be an example of Proposition 2.1, one can take.