- decidable
- de·cid·able
English syllables. 2014.
decidable
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décidable — [ desidabl ] adj. • 1957; de décider ♦ Log. Se dit d un système hypothéticodéductif dont on peut déterminer par un procédé effectif (cf. Méthode de décision) qu une proposition quelconque est démontrable. ⇒ résoluble. Par ext. Se dit des… … Encyclopédie Universelle
Decidable — De*cid a*ble, a. Capable of being decided; determinable. [1913 Webster] … The Collaborative International Dictionary of English
Décidable — Décidabilité et indécidabilité En logique mathématique, le terme décidabilité recouvre deux concepts liés : la décidabilité logique et la décidabilité algorithmique. L indécidabilité est la négation de la décidabilité. Dans les deux cas il s … Wikipédia en Français
Decidable — The word decidable may refer to: Decidable language Decidability (logic) for the equivalent in mathematical logic Gödel s incompleteness theorem, a theorem on the indecidability of languages consisting of true statements in mathematical logic.… … Wikipedia
decidable — adjective a) capable of being decided. It is easy to show that the set of even numbers is decidable by creating the relevant Turing machine. b) describing a set for which there exists an algorithm that will determine whether any element is or is… … Wiktionary
decidable — decide ► VERB 1) resolve in the mind as a result of consideration. 2) settle (an issue or contest). 3) give a judgement concerning a legal case. DERIVATIVES decidable adjective deciding adjective. ORIGIN Latin decidere determine , from caedere… … English terms dictionary
Decidable sublanguages of set theory — In mathematical logic, various sublanguages of set theory are decidable.[1][2] These include: Sets with Monotone, Additive, and Multiplicative Functions.[3] Sets with restricted quantifiers.[4] References ^ Cantone, D., E. G … Wikipedia
decidable — adjective see decide … New Collegiate Dictionary
decidable — decidability, n. /di suy deuh beuhl/, adj. 1. capable of being decided. 2. Logic. (of an axiom, proposition, etc.) having the property that its consistency or inconsistency with the axioms of a given logical system is determinable. [1585 95;… … Universalium
decidable — adj. able to be decided, concludable … English contemporary dictionary
