fix typo in implication world

This commit is contained in:
Kevin Buzzard
2024-03-17 22:15:35 +00:00
committed by GitHub
parent 5010691770
commit 61ce8321ef

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@@ -14,7 +14,7 @@ definition of `≠`. In Lean, `a ≠ b` is *notation* for `a = b → False`.
Here `False` is a generic false proposition, and `→` is Lean's notation
for \"implies\". In logic we learn
that `True → False` is false, but `False → False` is true. Hence
`X → false` is the logical opposite of `X`.
`X → False` is the logical opposite of `X`.
Even though `a ≠ b` does not look like an implication,
you should treat it as an implication. The next two levels will show you how.