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"Logic > Math" Technically, "Logic ⊂ Math". Your argument is invalid. (that's the "subset of" operator above, in case the Unicode doesn't make it)
by al2o3cr 13y ago
"Logic > Math"
Technically, "Logic ⊂ Math". Your argument is invalid.
(that's the "subset of" operator above, in case the Unicode doesn't make it)
- adwn 13y agoI disagree: logic is a tool used in math, in the same way that math is a tool used in physics. You might even say that math is "applied logic", just as physics can be considered "applied math".