Sentence examples for subset of statements from inspiring English sources

This approach restricts querying to a specific window of concern which consists of a subset of statements recently observed on the stream, while older information is (usually) ignored, thereby allowing traditional relational operators to be applied [31].

Finally, among our religious stimuli, the subset of statements that ran counter to Christian doctrine yielded greater signal for both groups in several brain regions, including the ventral striatum, paracingulate cortex, middle frontal gyrus, the frontal poles, and inferior parietal cortex (see Fig 3, Table 5).

Next, a subset of statements is drawn from the concourse (labeled the Q-set).

A specification-based slice consists of a subset of program statements which preserve the behavior and the correctness of the original program with respect to a specification given by a pre postcondition pair.

So, when provided with a long concatenation and a verificationist tree, « systematists typically talk about 'congruent' characters, but what they really mean by that is the coherence of sets and subsets of character statements relative to an inclusive hierarchy» [ 22]; the common tree whose existence was taken a priori for granted.

RCT allocation used a subset of CONSORT guideline statements, chosen by the CONSORT Group to represent the minimum characteristics needed in reporting RCTs [ 8].

He rejected the slippery slope argument, saying that "making false statements about receiving military honors is a carefully defined subset of false factual statement not meriting constitutional protection".

Whenever statisticians use data from a sample i.e., a subset of the population to make statements about a population, they are performing statistical inference.

[26]Let E be a reflexive smooth Banach space and C be a nonempty closed convex subset of E. The following statements hold: 1. Π C f x is nonempty closed convex subset of C for all x ∈ E;   2.

Let E be a reflexive smooth Banach space and let C be a nonempty closed convex subset of E. The following statements hold: (1) Π C f x is a nonempty closed convex subset of C for all x ∈ E ;   (2) For all x ∈ F, x ¯ ∈ Π C f x if and only if 〈 x ¯ − y, J x − J x ¯ 〉 + ρ f ( y ) − ρ f ( x ¯ ) ≥ 0  .

Let E be a reflexive smooth Banach space and let C be a nonempty closed and convex subset of E. The following statements hold: (1) Π C f x is a nonempty closed and convex subset of C for all x ∈ E ;   (2) For all x ∈ E, x ˆ ∈ Π C f x if and only if 〈 x ˆ − y, J x − J x ˆ 〉 + ρ f ( y ) − ρ f ( x ˆ ) ≥ 0 for all y ∈ C ;   (3) If E is strictly convex, then Π C f is a single-valued mapping.  .