Sentence examples for propositions 2 from inspiring English sources

The first step is layoff regression, which tested the implications of Proposition 3. The second step is wage regression, which tested the implications of Propositions 2 and 4. Proposition 3 states that layoffs occur when inequality p 2 2 / 2 − U + C < 0 is satisfied.

Descartes gave four rules of method in philosophy based on mathematical procedure: (1) accept as true only indubitable (self-evident) propositions, (2) divide problems into parts, (3) work in order from simple to complex, and (4) make enumerations and reviews complete and general.

See, e.g., Propositions 2 and 5 in [1].

Since (1) entails each of the propositions (2) through (4), and since Smith recognizes these entailments, his beliefs in propositions (2)–(4) are justified.

Propositions 2 and 3 are prime examples of why they need not be.

The sets A n and B n are defined in Propositions 2 and 3.

Thus she introduces three remarkable propositions: 1.

Kant begins, in Proposition 1, by clarifying how the quantity of matter is to be estimated before stating, in Propositions 2 4, three Laws of Mechanics.

That propositions perform these various functions is agreed upon by virtually all advocates of propositions.[2] There is considerably less agreement concerning the nature of the things, propositions, that perform these functions.[3] To say that propositions are structured is to say something about the nature of propositions.

Propositions 3.7 and 3.11 are powerful results.

It appears in Euclid's Elements (c. 300 BC), specifically in Book 7 (Propositions 1 2) and Book 10 (Propositions 2 3).