Difference between revisions of "iff"
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| − | [[Category: | + | [[Category:terminology]][[iff]] is a term used in mathematics and logic to mean "if and only if". The normal usage of "if" in English, given the example of "if A is true then B must also be true", does not necessarily imply that "if A is false, then B must also be false". "Iff X" specifically means that the outcome is dependent entirely on X. |
==Reference== | ==Reference== | ||
* {{wikipedia|if and only if}} | * {{wikipedia|if and only if}} | ||
Latest revision as of 20:39, 15 August 2006
iff is a term used in mathematics and logic to mean "if and only if". The normal usage of "if" in English, given the example of "if A is true then B must also be true", does not necessarily imply that "if A is false, then B must also be false". "Iff X" specifically means that the outcome is dependent entirely on X.