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theories/algebra/Ring.ec
@@ -795,7 +795,7 @@ end IDomain.
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(* -------------------------------------------------------------------- *)
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abstract theory Field.
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- clone include IDomain with pred unit (x : t) <- x <> zeror.
+ clone include IDomain with pred unit (x : t) <= x <> zeror.
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lemma mulfV (x : t): x <> zeror => x * (invr x) = oner.
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proof. by apply/mulrV. qed.
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