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Working with Coq 8.5pl2 again
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@ -350,7 +350,9 @@ Proof.
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invert 1; invert 1; simplify.
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eapply plug_deterministic in H0; eauto.
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invert H0.
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eapply deterministic0 in H1; eauto.
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match goal with
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| [ H : step0 _ l' _ |- _ ] => eapply deterministic0 in H; eauto
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end.
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propositional; subst; auto.
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invert H0.
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auto.
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@ -280,7 +280,9 @@ Proof.
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invert 1; invert 1; simplify.
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eapply plug_deterministic in H0; eauto.
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invert H0.
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eapply deterministic0 in H1; eauto.
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match goal with
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| [ H : step0 _ l' _ |- _ ] => eapply deterministic0 in H; eauto
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end.
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propositional; subst; auto.
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invert H0.
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auto.
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@ -1159,7 +1159,7 @@ Section split.
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Defined.
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End split.
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Arguments split [P1 P2].
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Implicit Arguments split [P1 P2].
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(* And now, a few more boring lemmas. Rejoin at "BOREDOM VANQUISHED", if you
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* like. *)
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@ -613,7 +613,14 @@ Definition typeCheck' : forall e : exp, {t : type | hasType e t} + {forall t, ~
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[||TBool||]
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end); simplify; propositional; subst; eauto;
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match goal with
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| [ H : hasType _ _ |- _ ] => invert2 H
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| [ H : hasType ?x _ |- _ ] =>
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match goal with
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| [ y : _ |- _ ] =>
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match y with
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| x => fail 2
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end
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| _ => invert2 H
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end
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end; eauto.
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Defined.
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@ -4811,7 +4811,7 @@ The project home page is:
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\begin{center}
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\url{https://coq.inria.fr/}
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\end{center}
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The code associated with this book is designed to work with Coq versions 8.4 and higher.
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The code associated with this book is designed to work with Coq versions 8.5 and higher.
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The project Web site makes a number of versions available, and versions are also available in popular OS package distributions, along with binaries for platforms where open-source package systems are less common.
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We assume that readers have installed Coq by one of those means or another.
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It will also be almost essential to use some graphical interface for Coq editing.
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