Comments (3)
Thanks! But that's just the syntax I'm using for propositional logic. The grammar is:
p ::= Atomic | ~p | (p & p) | (p v p) | (p > p) | (p <> p)
Negation doesn't introduce parentheses, so the double negation of (AvB) would be ~~(AvB), just like the double negation of P would be ~~P, rather than ((P)).
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Oh okay, I see what you mean. My original though process was that (A NAND
B) NAND C could only be written as ((A&B)&C) (and therefore cause the
parenthesis problem), because I didn't know that Sheffer stroke was the
same thing as NAND and I can just use that instead.
Also, great website! I particularly like the conversion to LaTeX table.
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Cool, happy to hear you like the program! The double-NAND formula you have ((A&B)&C) is well formed as it stands. It would only be ill-formed if you didn't have the second conjunct, as in ((A&B)).
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- 1/0 instead of 0/1 HOT 4
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