Sentence examples for cases of implication from inspiring English sources

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This could mean that formal tools are only of limited use for deciding controversial cases of implication.

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The addition of B9 makes it impossible to interpret ⇒ as material implication, since in the case of material implication it can be proved that for any propositions p and q, ((p→q)∨(p→¬q)) (1932, 179).

Remarkable as it is, Philo's view has the following two drawbacks: First, as in the case of material implication, for the truth of the conditional no connection of content between antecedent and consequent is required.

If ⊢ is such a relation there is a unique language in the above sense which is the language of ⊢ and we can think of this 'logically loaded' sense of connective as applying to the ordered pair ⟨#, ⊢⟩; thus in the case of intuitionistic implication this would be ⟨→, ⊢I L⟩, where ⊢I L is the consequence relation of intuitionistic logic.

In the following, we will add Mally's axioms to the prominent relevance logic R. The result is better than in the case of strict implication: most of the theorems which Mally regarded as surprising are no longer derivable, and Menger's theorem A ↔ !A is not derivable either.

Pfam signatures were mapped to GO terms to detect cases of strict functional implications of sets of predicted domains using the Pfam2GO mapping of external classification systems to GO provided by the Gene Ontology Consortium [ 75].

The growth of the drought-tolerant genotype (ICC 4958) was observed to be better compared to drought-sensitive genotype (ICC 1882) in all the cases of drought stress implications.

The lack of a terminology impedes comparability of related work and discussions among researchers, especially in the case of privacy implications of different data types.

For entry to a therapeutic trial, the requirements are similar to what is required for a clinical diagnosis of Parkinson's disease or Lewy body dementia, although for borderline normal/abnormal cases the implication of an incorrect diagnosis may be different.

He distinguishes between telling and making an assertion, and argues that in certain cases the implication of my assertion "is sufficiently clear that I can be said to have told you this" (Faulkner 2013, 3102) even if I did not assert this.

Several tractable special cases of the satisfiability and implication problems for (mathsf {GFDs}) are identified in [29].

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