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FP
Stacked Borrows Coq
Commits
1d6d9a6d
Commit
1d6d9a6d
authored
5 years ago
by
Ralf Jung
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README.md
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1d6d9a6d
...
@@ -41,9 +41,6 @@ The directory structure is as follows:
...
@@ -41,9 +41,6 @@ The directory structure is as follows:
`sim/refl.v`
.
`sim/refl.v`
.
-
The main invariant needed for these properties is in
`sim/invariant.v`
.
-
The main invariant needed for these properties is in
`sim/invariant.v`
.
*
`theories/opt`
: Proofs of optimizations.
*
`theories/opt`
: Proofs of optimizations.
-
For
`example1`
(Section 3.4 in the paper), see
`opt/ex1.v`
and
`opt/ex1_down.v`
.
-
For
`example2`
(Section 3.6) and
`example2_down`
(Section 4), see
`opt/ex2.v`
and
`opt/ex2_down.v`
.
-
For
`example3_down`
(Section 4) and
`example3`
, see see
`opt/ex3_down.v`
and
`opt/ex3.v`
.
For example, `theories/opt/ex1.v` provides the proof that the optimized
For example, `theories/opt/ex1.v` provides the proof that the optimized
program refines the behavior of the unoptimized program, where the optimized
program refines the behavior of the unoptimized program, where the optimized
...
@@ -54,6 +51,10 @@ The directory structure is as follows:
...
@@ -54,6 +51,10 @@ The directory structure is as follows:
The proof of (1) is in the Lemma `ex1_sim_fun`.
The proof of (1) is in the Lemma `ex1_sim_fun`.
The proof of (2) is the reflexivity of our simulation relation for well-formed programs, provided in `theories/sim/refl.v`.
The proof of (2) is the reflexivity of our simulation relation for well-formed programs, provided in `theories/sim/refl.v`.
-
For
`example1`
(Section 3.4 in the paper), see
`opt/ex1.v`
;
`example1_down`
did not appear in the paper but we verified it in
`opt/ex1_down.v`
.
-
For
`example2`
(Section 3.6) and
`example2_down`
(Section 4), see
`opt/ex2.v`
and
`opt/ex2_down.v`
, respectively.
-
For
`example3_down`
(Section 4), see
`opt/ex3_down.v`
;
`example3`
did not appear in the paper but we verified it in
`opt/ex3.v`
.
### How to build
### How to build
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