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→Reports of my counter-intuitiveness are are greatly exaggerated
The proposition may appear counter-intuitive on some ways of reading it, and it is usually excluded from intuitionist propositional calculi.
The proposition may appear counter-intuitive on some ways of reading it, and it is usually excluded from intuitionist propositional calculi.
Read as a statement about the values of propositions — that is, values <math>p, q \in \mathbb{B} = \{0, 1 \}</math> — and written as an order law, its sense may become more sensible:
Read as a statement about the values of propositions — where the values <math>p, q\!</math> are drawn from the boolean domain <math>\mathbb{B} = \{0, 1 \}</math> — and written as an order law, its sense may become more sensible:
: <math>(p \le q) \lor (q \le p)</math>
: <math>(p \le q) \lor (q \le p)</math>