Inconsistent triad
Three propositions that cannot all be true together From Wikipedia, the free encyclopedia
An inconsistent triad is a set of three propositions that cannot all be true together. For example, 'She was an orphan; Tim outlived her; Tim was her father'.[1]
All inconsistent triads lead to trilemmas:
- If A and B are true, C must be false.
- If A and C are true, B must be false.
- If B and C are true, A must be false.[2]
Epistemology
Political philosophy
Ethics
See also
References
Further reading
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