Update Negation.lagda.md
At suggestion of Fredrik Nordvall Forsberg, replace "proof by contradiction" with "reductio ad absurdum".
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@ -34,8 +34,8 @@ as implication of false:
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¬_ : Set → Set
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¬ A = A → ⊥
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```
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This is a form of _proof by contradiction_: if assuming `A` leads
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to the conclusion `⊥` (a contradiction), then we must have `¬ A`.
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This is a form of _reductio ad absurdum_: if assuming `A` leads
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to the conclusion `⊥` (an absurdity), then we must have `¬ A`.
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Evidence that `¬ A` holds is of the form
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