Affirming a disjunct
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Affirming a disjunct
The logical fallacy of affirming a disjunct also known as the fallacy of the alternative disjunct occurs when a deductive argument takes either of the two following forms:
The fallacy lies in concluding that one disjunct must be false because the other disjunct is true; in fact they may both be true. A similar form that is valid has the second premise (rather than the conclusion) be a negation. The valid form is known as disjunctive syllogism. The following argument is a clear case of this fallacy:
This inference is obviously invalid. The sun is almost always shining somewhere on earth. Both of the premises are clearly true while the conclusion is clearly false. The following example is trickier:
This argument seems to be valid because there is another use of the word "or" in ordinary language that would seem more appropriate. If the disjunction is exclusive, that is to say, the "or" implies that only one of the disjuncts is perfectly true, then the argument is valid. However, the meaning of "or" is stipulated in propositional logic in order to avoid equivocation, and this argument is invalid. In this case, the "or" is said to be inclusive, in that it stipulates that one or both of the disjuncts is true. A similar argument that is in fact valid will have the implied assumption explicitly stated, as follows:
See alsoExternal links
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