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prove memory safety for chacha20 implementation #72

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prove memory safety for chacha20 implementation #72

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e875433
Fix probable typo introduced in bcd4bcf014b54db0137a534472baa32c9fd35200
JasonGross Jul 21, 2022
cbd45e7
Create non-inlined chacha20_block
JasonGross Jul 21, 2022
9cdaae2
pull out which byte/word instances to use in straightline
jmgrosen Apr 19, 2019
58860a3
chacha20 memory safety proof wip
jmgrosen Apr 19, 2019
da5f6bd
expose some slowness
andres-erbsen Apr 19, 2019
c1b6559
cbv for map lookup seems rather difficult
andres-erbsen Apr 21, 2019
c92fdff
step through chacha20 loop body
andres-erbsen Apr 22, 2019
7460694
get to Qed on basic chacha20 proof
jmgrosen Apr 24, 2019
0f95bf6
a more useful postcondition on chacha20 spec
jmgrosen Apr 24, 2019
71a6777
Fix after rebase
JasonGross Jul 21, 2022
1771f63
Add back ring instance
JasonGross Jul 21, 2022
ba6b597
Improve perf of straightline_cleanup
JasonGross Jul 22, 2022
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103 changes: 57 additions & 46 deletions bedrock2/src/bedrock2/ProgramLogic.v
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Original file line number Diff line number Diff line change
Expand Up @@ -98,54 +98,65 @@ Ltac enter f :=

Require coqutil.Map.SortedList. (* special-case eq_refl *)

Ltac straightline_cleanup :=
match goal with
From Ltac2 Require Notations Control.
Module Ltac2ForPerf.
Import Ltac2.Notations Ltac2.Init.
Ltac2 straightline_cleanup_clear () :=
let h := Control.hyps () in
let should_clear_type ty := (match! ty with
(* TODO remove superfluous _ after .rep, but that will break some proofs that rely on
x not being cleared to instantiate evars with terms depending on x *)
| x : Word.Interface.word.rep _ |- _ => clear x
| x : Init.Byte.byte |- _ => clear x
| x : Semantics.trace |- _ => clear x
| x : Syntax.cmd |- _ => clear x
| x : Syntax.expr |- _ => clear x
| x : coqutil.Map.Interface.map.rep |- _ => clear x
| x : BinNums.Z |- _ => clear x
| x : unit |- _ => clear x
| x : bool |- _ => clear x
| x : list _ |- _ => clear x
| x : nat |- _ => clear x
(* same TODO as above *)
| x := _ : Word.Interface.word.rep _ |- _ => clear x
| x := _ : Init.Byte.byte |- _ => clear x
| x := _ : Semantics.trace |- _ => clear x
| x := _ : Syntax.cmd |- _ => clear x
| x := _ : Syntax.expr |- _ => clear x
| x := _ : coqutil.Map.Interface.map.rep |- _ => clear x
| x := _ : BinNums.Z |- _ => clear x
| x := _ : unit |- _ => clear x
| x := _ : bool |- _ => clear x
| x := _ : list _ |- _ => clear x
| x := _ : nat |- _ => clear x
| |- forall _, _ => intros
| |- let _ := _ in _ => intros
| |- dlet.dlet ?v (fun x => ?P) => change (let x := v in P); intros
| _ => progress (cbn [Semantics.interp_binop] in * )
| H: exists _, _ |- _ => destruct H
| H: _ /\ _ |- _ => destruct H
| x := ?y |- ?G => is_var y; subst x
| H: ?x = ?y |- _ => constr_eq x y; clear H
| H: ?x = ?y |- _ => is_var x; is_var y; assert_fails (idtac; let __ := eval cbv [x] in x in idtac); subst x
| H: ?x = ?y |- _ => is_var x; is_var y; assert_fails (idtac; let __ := eval cbv [y] in y in idtac); subst y
| H: ?x = ?v |- _ =>
is_var x;
assert_fails (idtac; let __ := eval cbv delta [x] in x in idtac);
lazymatch v with context[x] => fail | _ => idtac end;
let x' := fresh x in
rename x into x';
simple refine (let x := v in _);
change (x' = x) in H;
symmetry in H;
destruct H
end.
| Word.Interface.word.rep _ => true
| Init.Byte.byte => true
| Semantics.trace => true
| Syntax.cmd => true
| Syntax.expr => true
| coqutil.Map.Interface.map.rep => true
| BinNums.Z => true
| unit => true
| bool => true
| list _ => true
| nat => true
| _ => false
end) in
let h := List.filter (fun (name, body, ty) => should_clear_type ty) h in
progress (List.iter (fun (name, _, _) => try (clear $name)) h).
End Ltac2ForPerf.

Ltac straightline_cleanup :=
first [ ltac2:(Ltac2ForPerf.straightline_cleanup_clear ())
| match goal with
| |- forall _, _ => idtac
| |- let _ := _ in _ => idtac
end;
intros
| match goal with
| |- dlet.dlet ?v (fun x => ?P) => change (let x := v in P)
end; intros
| progress (cbn [Semantics.interp_binop] in * )
| let H := match goal with
| H: exists _, _ |- _ => H
| H: _ /\ _ |- _ => H
end in
destruct H
| match goal with
| x := ?y |- ?G => is_var y; subst x
end
| let H := multimatch goal with | H: ?x = ?v |- _ => H end in
let x := lazymatch type of H with ?x = ?y => x end in
let y := lazymatch type of H with ?x = ?y => y end in
first [ constr_eq x y; clear H
| is_var x; is_var y; assert_fails (idtac; let __ := eval cbv [x] in x in idtac); subst x
| is_var x; is_var y; assert_fails (idtac; let __ := eval cbv [y] in y in idtac); subst y
| is_var x;
assert_fails (idtac; let __ := eval cbv delta [x] in x in idtac);
lazymatch y with context[x] => fail | _ => idtac end;
let x' := fresh x in
rename x into x';
simple refine (let x := y in _);
change (x' = x) in H;
symmetry in H;
destruct H ] ].

Import WeakestPrecondition.
Import coqutil.Map.Interface.
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