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An inconsistent triad consists of three propositions of which at most two can be true. For more appropriate verbiage, see "syllogisms". For example:
- Alice loves me.
- If Alice loves me, she would have sent flowers.
- Alice hasn't sent flowers.
If one finds oneself believing all three propositions of an inconsistent triad, then (to be rational) one must give up or modify at least one of those beliefs. Maybe Alice doesn't love me, or maybe she wouldn't send flowers to me if she did, or maybe she actually has sent flowers.
See also Edit
Howard-Snyder, F., Howard-Snyder, D., & Wasserman, R. (2009). The Power of Logic (4th Edition). New York: McGraw-Hill. (p. 336) ISBN 978-0-07-340737-1
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