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src/JSON/ConcreteSyntax.SpecProperties.dfy

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@@ -4,7 +4,7 @@
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include "ConcreteSyntax.Spec.dfy"
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module {:options "-functionSyntax:4"} JSON.ConcreteSyntax.SpecProperties
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// Some useful properties about the functions used in `ConcreteSyntax.Spec`.
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// Some useful properties about the functions used in `ConcreteSyntax.Spec`.
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{
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import opened BoundedInts
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@@ -21,8 +21,8 @@ module {:options "-functionSyntax:4"} JSON.ConcreteSyntax.SpecProperties
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{
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forall pd0: Suffixed<D, S> --> bytes, pd1: Suffixed<D, S> --> bytes
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| && (forall d | d < bracketed :: pd0.requires(d))
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&& (forall d | d < bracketed :: pd1.requires(d))
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&& (forall d | d < bracketed :: pd0(d) == pd1(d))
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&& (forall d | d < bracketed :: pd1.requires(d))
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&& (forall d | d < bracketed :: pd0(d) == pd1(d))
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{
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calc {
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Spec.Bracketed(bracketed, pd0);

src/JSON/Utils/Seq.dfy

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@@ -6,18 +6,18 @@ module {:options "-functionSyntax:4"} JSON.Utils.Seq {
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{}
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lemma Assoc(a: seq, b: seq, c: seq)
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// `a + b + c` is parsed as `(a + b) + c`
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// `a + b + c` is parsed as `(a + b) + c`
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ensures a + b + c == a + (b + c)
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{}
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lemma Assoc'(a: seq, b: seq, c: seq)
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// `a + b + c` is parsed as `(a + b) + c`
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// `a + b + c` is parsed as `(a + b) + c`
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ensures a + (b + c) == a + b + c
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{}
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lemma Assoc2(a: seq, b: seq, c: seq, d: seq)
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// `a + b + c + d` is parsed as `((a + b) + c) + d`
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// `a + b + c + d` is parsed as `((a + b) + c) + d`
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ensures a + b + c + d == a + (b + c + d)
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{}
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}

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