Sentence examples for propositions using a from inspiring English sources

atomic propositions (q,k), where q ∈ Q is an HDS discrete state and k ∈ K is a label for a subset in the continuous system state space partition; formulas composed from atomic propositions using a grammar of Boolean and temporal (ϕU θ, ○ ϕ) operators.

When retrieving, processing and reproducing information, cognitive activities are mediated by two independent yet interconnected cognitive subsystems in the human mind: An imagery system (specialized in the representation and processing of nonverbal objects in a sequential manner) and a verbal system (specialized in handling linguistic propositions using a parallel processing system).

When the director David Jones was trying to cast the New York revival of Harold Pinter's play "The Caretaker" early this year he called Mr. Pinter to ask about a slightly risky proposition: using a young Irish actor with no Broadway experience named Aidan Gillen.

We prove the next proposition using a different method from the one used in the proof of Proposition 4.2.

We explore this proposition using a small molecule (UMK57) that suppresses chromosome mis-segregation in CIN cancer cells by potentiating the activity of the kinesin-13 protein MCAK.

To test this proposition using a genome-wide approach, we classified different eubacterial proteomes in terms of their aggregation propensity and chaperone-dependence using multiple machine learning models.

In this way, they established a mathematical relationship between the criteria of the WHO (diameter product) and their own proposition using a single measure.

The present study was conducted to test this proposition, using an established single AVN cell preparation from the rabbit heart [13].

This paper examines these two complex, multi-variable propositions using Space Syntax theory, a method which enables a mathematical analysis of the structural and visual configuration of the spaces in a plan to be undertaken.

Consider the set (mathcal {L}_{textit {LP}}) of well-formed formulas built with a set A={A 1,A 2,A 3… } of atomic propositions using the usual Boolean connectives ¬, ∧, ∨ and →.

The other sentences of such a language would be derived either by combining atomic propositions using truth-functional connectives, yielding molecular propositions, or by replacing constituents of a simpler proposition by variables, and prefixing a universal or existential quantifier, resulting in general and existential propositions.