Sentence examples for existence statement from inspiring English sources

This proves the existence statement; uniqueness is easy but more technical.

He laid great store on logic not being committed to the existence of anything, being ontologically neutral: no existence statement is a theorem of any of his systems.

But we have just seen that internal existence statements can reflect a mind-independent reality.

Of course, this solution can be generalized to all negative singular existence statements.

(But cf. Tooley (1997, Chapter 9)) Sellars also presents a distinction between what he calls (p. 586) categorial existence statements and what, for lack of a better term, I will call non-categorial existence statements.

From the common sense point of view, negative singular existence statements are ubiquitous, comprehensible and sometimes true.

It is apparent that Madhyamaka philosophy is opposed to the brand of realism currently found in much of contemporary analytic philosophy (Michael Devitt (1997: 41) characterizes this succinctly as the claim that 'most current common-sense and scientific physical existence statements are objectively and mind-independently (deflationary) true').

(4) In this context, we have the following Existence and Optimality Statement:  .

Google confirmed the music service's existence in a statement this month, saying "we'll be adding subscription-based features for music on YouTube…and look forward to sharing them with music fans".

In this context, we have the following Existence and Optimality Statement: Using the data P m ( z 1 ), P m ( z 2 ) ( m ∈ N 0 ), one obtains in the case of the Hermite polynomials an optimal algorithm while calculating the node integrals ∫ z 1 z 2 x n P j ( x ) d x, n ∈ N 0. (22) (5) Moreover, the following Uniqueness Statement holds:  .

This theorem will contain an existence and optimality statement for predicting some properties of daughter polynomials: In the case of the Hermite polynomials, this can be done in an optimal way, i.e., there one can find an optimal way for calculating the node integrals from the original father polynomials.