In logic and related fields such as mathematics and philosophy, "'if and only if "'( shortened "'iff "') is a biconditional logical connective between statements.
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As for quantum logic, it is not even a logic based on truth values, so the logical connectives lose the original meaning of classic logic.
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:You may find the article Logical connective to be informative in this sort of discussion .-- 32 " "'12 : 47, 6 May 2012 ( UTC)
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We have " and ", " or ", " iff ", and so on as logical connectives; these serve to make multiple sentences one compound sentence.
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Still, while nothing is missing in the way of logical connective tissue, the whole of the story hums along too smoothly and easily to be believable.
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Unlike the truth-functional one, this approach to logical connectives permits the examination of structurally identical propositional forms in various the material conditional is used to define negation.
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More specifically, a tableau calculus consists of a finite collection of rules with each rule specifying how to break down one logical connective into its constituent parts.
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For example, the meaning of the statements " it is raining " and " I am indoors " is transformed when the two are combined with logical connectives.
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Later we show how the system can be extended to include additional logical connectives, such as \ land and \ lor, without enlarging the class of deducible formulas.
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I might be seeking a term where none exists, but if we are going to have all these logical connectives, should we not have a " non-connective "?
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