Logic/Necessity and sufficiency
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* [[wikipedia:Propositional_calculus|Propositional calculus]] | * [[wikipedia:Propositional_calculus|Propositional calculus]] | ||
* [[wikipedia:Necessary_and_sufficient_conditions|Necessary and sufficient conditions]] | * [[wikipedia:Necessary_and_sufficient_conditions|Necessary and sufficient conditions]] | ||
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+ | == Overview == | ||
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+ | * Necessary : If "α→β" then "β is necessary for α". | ||
+ | * Sufficient : If "α→β" then "α is sufficient for β". | ||
+ | * Necessary and sufficient : If "α⇔β" then "α is necessary and sufficient for β". | ||
== CAI Exercise == | == CAI Exercise == |
Latest revision as of 08:36, 23 May 2014
Logic > Necessity and sufficiency
Contents
Overview
- Necessary : If "α→β" then "β is necessary for α".
- Sufficient : If "α→β" then "α is sufficient for β".
- Necessary and sufficient : If "α⇔β" then "α is necessary and sufficient for β".