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Classic.lp
@@ -18,7 +18,7 @@ assume p q pq; apply ∨ₑ (em p)
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{ assume np; refine ∨ᵢ₁ np }
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end;
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-opaque symbol ∃¬ᵢ a p : π (¬ (∀ p)) → π (`∃ x : τ a, ¬ (p x)) ≔
+opaque symbol ∃¬ᵢ a p : π (¬ (`∀ x, p x)) → π (`∃ x : τ a, ¬ (p x)) ≔
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begin
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assume a p not_all_p; apply ∨ₑ (em (`∃ x, ¬ (p x)))
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{ assume h; apply h }
FOL.lp
@@ -10,7 +10,7 @@ builtin "all" ≔ ∀;
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notation ∀ quantifier;
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-rule π (∀ $f) ↪ Π x, π ($f x);
+rule π (`∀ x, $f.[x]) ↪ Π x, π $f.[x];
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// Existential quantification
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