Sentence examples for principle of completeness from inspiring English sources
To this end, he employed the Bolzano-Weierstrass principle of completeness mentioned above.
For instance, over a classical base theory, compositionality for implication is equivalent to the principle of completeness, ∀A(T[A] ∨ T[¬A]).
He observed, in particular, that the T-sentences do not prove the principle of completeness, that is, the sentence ∀A TA ∨ T[¬A]) where the quantifier ∀A is restricted to sentences not containing T. Theories of truth based on the T-sentences, and their formal properties, have also recently been a focus of interest in the context of so-called deflationary theories of truth.
For instance, we do not evaluate scenarios that would allow the evaluation of certain heuristic choices of the other methods, deferring to the design principle of completeness as motivation for this omission.
It can also serve as a resource when considering which criteria to include in sound multicriteria approaches (i.e., fulfilling principles of completeness, lack of redundancy, mutual independence, operationalizability and clustering).
Federal courts typically analyze the propriety of such editing under the "rule of completeness".
This review looks back at the four known pathways of cell plasticity and at previously described "plasticity principles" of Genomic Completeness, Cellular Uncertainty, Stochasticity of Cell Origin and Fate, relating these to issues of experimental design and discourse that are key to understanding and evaluating plasticity data.
If they are neglected as theoretical knowledge and left outside as only bridge principles, the possibility of completeness of knowledge is seriously jeopardized.
We evaluated suitable trials for concealment of treatment allocation, performance of the analysis according to the intention to treat principle, and completeness of follow-up.
Although our results are set in the context of locally complete spaces, let us say that related to Ekeland's type variational principles, some other forms of completeness have been use in the literature (e.g., quasi-metric spaces with Q-functions, fuzzy metric spaces, or sequentially lower complete spaces).
Kant then presents the Highest Good as a synthesis of morality and happiness in order to meet the axiological principles of supremacy and completeness.
