Exemplos de uso de Classical logic em Inglês e suas traduções para o Português
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Tero Tulenheimo developed an algorithm to convert GTS-winning strategies for classical logic into the dialogical winning strategies and vice versa.
which is essentially classical logic without the law of the excluded middle.
paraconsistent logic is more conservative or cautious than classical logic.
the full IVT fails in constructive analysis simply because constructive analysis does not accept classical logic.
consistent superintuitionistic logics are called intermediate logics the logics are intermediate between intuitionistic logic and classical logic.
Therefore, intuitionistic logic can instead be seen as a means of extending classical logic with constructive semantics.
This notion has relevance in pure mathematics, as well as in any other field that uses classical logic.
This differentiation results in a very large number of practical applications that were previously impossible using classical logic.
In classical logic, implication describes conditional if-then statements using a truth-functional interpretation,
The strangeness of the paradox of entailment comes from the fact that the definition of validity in classical logic does not always agree with the use of the term in ordinary language.
They indicate the need to break with the traditional care models based on the classical logic of the health-disease process
Quantum logic has some properties that clearly distinguish it from classical logic, most notably, the failure of
Quine rejects the idea that classical logic should be revised in response to the paradoxes,logic..">
Furthermore, many classical theorems can be stated in ways that are logically equivalent according to classical logic, but not all of these forms will be valid in constructive analysis, which uses intuitionistic logic. .
Specifically, frege developed studies in order to build the arithmetic foundation based on classical logic, i. e., using logic,
is a general approach for embedding classical logic into intuitionistic logic,
on the grounds that classical logic grants paradoxes of material implication such as the principle that a falsehood implies any proposition.
which counters the Aristotelian principle of non-contradiction, according to classical logic.
in relation to phenomenon of giftedness and resolution of classical logic exercises.
For classical logics, it is generally possible to reexpress the question of the validity of a formula to one involving satisfiability,