vest_lib/combinators/bits/
proof.rs1use crate::combinators::{mapped::spec::*, Mapped, Pair, Refined};
3use crate::core::{proof::*, spec::*};
4use vstd::prelude::*;
5
6use super::spec::*;
7
8verus! {
9
10impl<Repr, Tuple, Nominal> SPRoundTripDps for super::Bits<Repr, Tuple, Nominal> where
11 Repr: SPRoundTripDps,
12 {
13 open spec fn unambiguous(&self) -> bool {
14 &&& self.repr.unambiguous()
19 &&& forall|unpacked: Tuple|
20 (#[trigger] (self.consistent)((self.ctor)(unpacked)) && (self.refinement)(unpacked))
21 ==> (self.unpack)((self.pack)(unpacked)) == unpacked
22 &&& forall|t: Nominal| #[trigger] (self.consistent)(t) ==> (self.ctor)((self.dtor)(t)) == t
23 }
24
25 proof fn theorem_serialize_dps_parse_roundtrip(&self, v: Self::T, obuf: Seq<u8>) {
26 let packed = (self.pack)((self.dtor)(v));
27 self.repr.theorem_serialize_dps_parse_roundtrip(packed, obuf);
28 }
29}
30
31impl<Repr, Tuple, Nominal> NonMalleable for super::Bits<Repr, Tuple, Nominal> where
32 Repr: SpecByteLen + SoundParser + NonMalleable<PVal = Repr::T>,
33 {
34 open spec fn nonmal_inv(&self) -> bool {
35 let fmt = bits(self.repr, self.unpack, self.pack, self.refinement, self.ctor, self.dtor);
36 fmt.nonmal_inv()
37 }
38
39 proof fn lemma_parse_non_malleable(&self, buf1: Seq<u8>, buf2: Seq<u8>) {
40 let fmt = bits(self.repr, self.unpack, self.pack, self.refinement, self.ctor, self.dtor);
41 assert(self.nonmal_inv() == fmt.nonmal_inv());
42 fmt.lemma_parse_non_malleable(buf1, buf2);
43 }
44}
45
46impl<Repr, Tuple, Nominal> NoLookAhead for super::Bits<Repr, Tuple, Nominal> where
47 Repr: SpecByteLen + NoLookAhead<PVal = Repr::T>,
48 {
49 open spec fn no_lookahead_inv(&self) -> bool {
50 let fmt = bits(self.repr, self.unpack, self.pack, self.refinement, self.ctor, self.dtor);
51 fmt.no_lookahead_inv()
52 }
53
54 proof fn lemma_no_lookahead(&self, i1: Seq<u8>, i2: Seq<u8>) {
55 let fmt = bits(self.repr, self.unpack, self.pack, self.refinement, self.ctor, self.dtor);
56 assert(self.no_lookahead_inv() == fmt.no_lookahead_inv());
57 fmt.lemma_no_lookahead(i1, i2);
58 }
59}
60
61impl<Repr, Tuple, Nominal> Productive for super::Bits<Repr, Tuple, Nominal> where
62 Repr: SpecByteLen + Productive<PVal = Repr::T>,
63 {
64 open spec fn productive_inv(&self) -> bool {
65 let fmt = bits(self.repr, self.unpack, self.pack, self.refinement, self.ctor, self.dtor);
66 fmt.productive_inv()
67 }
68
69 proof fn lemma_productive(&self, s: Seq<u8>) {
70 let fmt = bits(self.repr, self.unpack, self.pack, self.refinement, self.ctor, self.dtor);
71 assert(self.productive_inv() == fmt.productive_inv());
72 fmt.lemma_productive(s);
73 }
74}
75
76impl<Repr, Tuple, Nominal> EquivSerializersGeneral for super::Bits<Repr, Tuple, Nominal> where
77 Repr: SpecByteLen + EquivSerializersGeneral<SVal = Repr::T>,
78 {
79 open spec fn equiv_general_inv(&self) -> bool {
80 let fmt = bits(self.repr, self.unpack, self.pack, self.refinement, self.ctor, self.dtor);
81 fmt.equiv_general_inv()
82 }
83
84 proof fn lemma_serialize_equiv(&self, v: Self::SVal, obuf: Seq<u8>) {
85 let fmt = bits(self.repr, self.unpack, self.pack, self.refinement, self.ctor, self.dtor);
86 assert(self.equiv_general_inv() == fmt.equiv_general_inv());
87 fmt.lemma_serialize_equiv(v, obuf);
88 }
89}
90
91impl<Repr, Tuple, Nominal> EquivSerializers for super::Bits<Repr, Tuple, Nominal> where
92 Repr: SpecByteLen + EquivSerializers<SVal = Repr::T>,
93 {
94 open spec fn equiv_inv(&self) -> bool {
95 let fmt = bits(self.repr, self.unpack, self.pack, self.refinement, self.ctor, self.dtor);
96 fmt.equiv_inv()
97 }
98
99 proof fn lemma_serialize_equiv_on_empty(&self, v: Self::SVal) {
100 let fmt = bits(self.repr, self.unpack, self.pack, self.refinement, self.ctor, self.dtor);
101 fmt.lemma_serialize_equiv_on_empty(v);
102 }
103}
104
105}