diff options
Diffstat (limited to 'tests/coq/misc/NoNestedBorrows.v')
| -rw-r--r-- | tests/coq/misc/NoNestedBorrows.v | 112 |
1 files changed, 57 insertions, 55 deletions
diff --git a/tests/coq/misc/NoNestedBorrows.v b/tests/coq/misc/NoNestedBorrows.v index 96d62711..470a2cde 100644 --- a/tests/coq/misc/NoNestedBorrows.v +++ b/tests/coq/misc/NoNestedBorrows.v @@ -45,47 +45,47 @@ Inductive Sum_t (T1 T2 : Type) := Arguments SumLeft {T1} {T2} _. Arguments SumRight {T1} {T2} _. -(** [no_nested_borrows::neg_test] *) +(** [no_nested_borrows::neg_test]: forward function *) Definition neg_test_fwd (x : i32) : result i32 := i32_neg x. -(** [no_nested_borrows::add_test] *) +(** [no_nested_borrows::add_test]: forward function *) Definition add_test_fwd (x : u32) (y : u32) : result u32 := u32_add x y. -(** [no_nested_borrows::subs_test] *) +(** [no_nested_borrows::subs_test]: forward function *) Definition subs_test_fwd (x : u32) (y : u32) : result u32 := u32_sub x y. -(** [no_nested_borrows::div_test] *) +(** [no_nested_borrows::div_test]: forward function *) Definition div_test_fwd (x : u32) (y : u32) : result u32 := u32_div x y. -(** [no_nested_borrows::div_test1] *) +(** [no_nested_borrows::div_test1]: forward function *) Definition div_test1_fwd (x : u32) : result u32 := u32_div x 2%u32. -(** [no_nested_borrows::rem_test] *) +(** [no_nested_borrows::rem_test]: forward function *) Definition rem_test_fwd (x : u32) (y : u32) : result u32 := u32_rem x y. -(** [no_nested_borrows::cast_test] *) +(** [no_nested_borrows::cast_test]: forward function *) Definition cast_test_fwd (x : u32) : result i32 := scalar_cast U32 I32 x. -(** [no_nested_borrows::test2] *) +(** [no_nested_borrows::test2]: forward function *) Definition test2_fwd : result unit := _ <- u32_add 23%u32 44%u32; Return tt. (** Unit test for [no_nested_borrows::test2] *) Check (test2_fwd )%return. -(** [no_nested_borrows::get_max] *) +(** [no_nested_borrows::get_max]: forward function *) Definition get_max_fwd (x : u32) (y : u32) : result u32 := if x s>= y then Return x else Return y . -(** [no_nested_borrows::test3] *) +(** [no_nested_borrows::test3]: forward function *) Definition test3_fwd : result unit := x <- get_max_fwd 4%u32 3%u32; y <- get_max_fwd 10%u32 11%u32; @@ -96,7 +96,7 @@ Definition test3_fwd : result unit := (** Unit test for [no_nested_borrows::test3] *) Check (test3_fwd )%return. -(** [no_nested_borrows::test_neg1] *) +(** [no_nested_borrows::test_neg1]: forward function *) Definition test_neg1_fwd : result unit := y <- i32_neg 3%i32; if negb (y s= (-3)%i32) then Fail_ Failure else Return tt . @@ -104,7 +104,7 @@ Definition test_neg1_fwd : result unit := (** Unit test for [no_nested_borrows::test_neg1] *) Check (test_neg1_fwd )%return. -(** [no_nested_borrows::refs_test1] *) +(** [no_nested_borrows::refs_test1]: forward function *) Definition refs_test1_fwd : result unit := if negb (1%i32 s= 1%i32) then Fail_ Failure else Return tt . @@ -112,7 +112,7 @@ Definition refs_test1_fwd : result unit := (** Unit test for [no_nested_borrows::refs_test1] *) Check (refs_test1_fwd )%return. -(** [no_nested_borrows::refs_test2] *) +(** [no_nested_borrows::refs_test2]: forward function *) Definition refs_test2_fwd : result unit := if negb (2%i32 s= 2%i32) then Fail_ Failure @@ -128,14 +128,14 @@ Definition refs_test2_fwd : result unit := (** Unit test for [no_nested_borrows::refs_test2] *) Check (refs_test2_fwd )%return. -(** [no_nested_borrows::test_list1] *) +(** [no_nested_borrows::test_list1]: forward function *) Definition test_list1_fwd : result unit := Return tt. (** Unit test for [no_nested_borrows::test_list1] *) Check (test_list1_fwd )%return. -(** [no_nested_borrows::test_box1] *) +(** [no_nested_borrows::test_box1]: forward function *) Definition test_box1_fwd : result unit := let b := 1%i32 in let x := b in @@ -145,21 +145,21 @@ Definition test_box1_fwd : result unit := (** Unit test for [no_nested_borrows::test_box1] *) Check (test_box1_fwd )%return. -(** [no_nested_borrows::copy_int] *) +(** [no_nested_borrows::copy_int]: forward function *) Definition copy_int_fwd (x : i32) : result i32 := Return x. -(** [no_nested_borrows::test_unreachable] *) +(** [no_nested_borrows::test_unreachable]: forward function *) Definition test_unreachable_fwd (b : bool) : result unit := if b then Fail_ Failure else Return tt . -(** [no_nested_borrows::test_panic] *) +(** [no_nested_borrows::test_panic]: forward function *) Definition test_panic_fwd (b : bool) : result unit := if b then Fail_ Failure else Return tt . -(** [no_nested_borrows::test_copy_int] *) +(** [no_nested_borrows::test_copy_int]: forward function *) Definition test_copy_int_fwd : result unit := y <- copy_int_fwd 0%i32; if negb (0%i32 s= y) then Fail_ Failure else Return tt @@ -168,12 +168,12 @@ Definition test_copy_int_fwd : result unit := (** Unit test for [no_nested_borrows::test_copy_int] *) Check (test_copy_int_fwd )%return. -(** [no_nested_borrows::is_cons] *) +(** [no_nested_borrows::is_cons]: forward function *) Definition is_cons_fwd (T : Type) (l : List_t T) : result bool := match l with | ListCons t l0 => Return true | ListNil => Return false end . -(** [no_nested_borrows::test_is_cons] *) +(** [no_nested_borrows::test_is_cons]: forward function *) Definition test_is_cons_fwd : result unit := let l := ListNil in b <- is_cons_fwd i32 (ListCons 0%i32 l); @@ -183,7 +183,7 @@ Definition test_is_cons_fwd : result unit := (** Unit test for [no_nested_borrows::test_is_cons] *) Check (test_is_cons_fwd )%return. -(** [no_nested_borrows::split_list] *) +(** [no_nested_borrows::split_list]: forward function *) Definition split_list_fwd (T : Type) (l : List_t T) : result (T * (List_t T)) := match l with @@ -192,7 +192,7 @@ Definition split_list_fwd end . -(** [no_nested_borrows::test_split_list] *) +(** [no_nested_borrows::test_split_list]: forward function *) Definition test_split_list_fwd : result unit := let l := ListNil in p <- split_list_fwd i32 (ListCons 0%i32 l); @@ -203,18 +203,18 @@ Definition test_split_list_fwd : result unit := (** Unit test for [no_nested_borrows::test_split_list] *) Check (test_split_list_fwd )%return. -(** [no_nested_borrows::choose] *) +(** [no_nested_borrows::choose]: forward function *) Definition choose_fwd (T : Type) (b : bool) (x : T) (y : T) : result T := if b then Return x else Return y . -(** [no_nested_borrows::choose] *) +(** [no_nested_borrows::choose]: backward function 0 *) Definition choose_back (T : Type) (b : bool) (x : T) (y : T) (ret : T) : result (T * T) := if b then Return (ret, y) else Return (x, ret) . -(** [no_nested_borrows::choose_test] *) +(** [no_nested_borrows::choose_test]: forward function *) Definition choose_test_fwd : result unit := z <- choose_fwd i32 true 0%i32 0%i32; z0 <- i32_add z 1%i32; @@ -231,7 +231,7 @@ Definition choose_test_fwd : result unit := (** Unit test for [no_nested_borrows::choose_test] *) Check (choose_test_fwd )%return. -(** [no_nested_borrows::test_char] *) +(** [no_nested_borrows::test_char]: forward function *) Definition test_char_fwd : result char := Return (char_of_byte Coq.Init.Byte.x61) . @@ -253,7 +253,7 @@ Arguments NodeElemNil {T}. Arguments TreeLeaf {T} _. Arguments TreeNode {T} _ _ _. -(** [no_nested_borrows::list_length] *) +(** [no_nested_borrows::list_length]: forward function *) Fixpoint list_length_fwd (T : Type) (l : List_t T) : result u32 := match l with | ListCons t l1 => i <- list_length_fwd T l1; u32_add 1%u32 i @@ -261,7 +261,7 @@ Fixpoint list_length_fwd (T : Type) (l : List_t T) : result u32 := end . -(** [no_nested_borrows::list_nth_shared] *) +(** [no_nested_borrows::list_nth_shared]: forward function *) Fixpoint list_nth_shared_fwd (T : Type) (l : List_t T) (i : u32) : result T := match l with | ListCons x tl => @@ -272,7 +272,7 @@ Fixpoint list_nth_shared_fwd (T : Type) (l : List_t T) (i : u32) : result T := end . -(** [no_nested_borrows::list_nth_mut] *) +(** [no_nested_borrows::list_nth_mut]: forward function *) Fixpoint list_nth_mut_fwd (T : Type) (l : List_t T) (i : u32) : result T := match l with | ListCons x tl => @@ -283,7 +283,7 @@ Fixpoint list_nth_mut_fwd (T : Type) (l : List_t T) (i : u32) : result T := end . -(** [no_nested_borrows::list_nth_mut] *) +(** [no_nested_borrows::list_nth_mut]: backward function 0 *) Fixpoint list_nth_mut_back (T : Type) (l : List_t T) (i : u32) (ret : T) : result (List_t T) := match l with @@ -298,7 +298,7 @@ Fixpoint list_nth_mut_back end . -(** [no_nested_borrows::list_rev_aux] *) +(** [no_nested_borrows::list_rev_aux]: forward function *) Fixpoint list_rev_aux_fwd (T : Type) (li : List_t T) (lo : List_t T) : result (List_t T) := match li with @@ -307,13 +307,14 @@ Fixpoint list_rev_aux_fwd end . -(** [no_nested_borrows::list_rev] *) +(** [no_nested_borrows::list_rev]: merged forward/backward function + (there is a single backward function, and the forward function returns ()) *) Definition list_rev_fwd_back (T : Type) (l : List_t T) : result (List_t T) := let li := mem_replace_fwd (List_t T) l ListNil in list_rev_aux_fwd T li ListNil . -(** [no_nested_borrows::test_list_functions] *) +(** [no_nested_borrows::test_list_functions]: forward function *) Definition test_list_functions_fwd : result unit := let l := ListNil in let l0 := ListCons 2%i32 l in @@ -350,61 +351,61 @@ Definition test_list_functions_fwd : result unit := (** Unit test for [no_nested_borrows::test_list_functions] *) Check (test_list_functions_fwd )%return. -(** [no_nested_borrows::id_mut_pair1] *) +(** [no_nested_borrows::id_mut_pair1]: forward function *) Definition id_mut_pair1_fwd (T1 T2 : Type) (x : T1) (y : T2) : result (T1 * T2) := Return (x, y) . -(** [no_nested_borrows::id_mut_pair1] *) +(** [no_nested_borrows::id_mut_pair1]: backward function 0 *) Definition id_mut_pair1_back (T1 T2 : Type) (x : T1) (y : T2) (ret : (T1 * T2)) : result (T1 * T2) := let (t, t0) := ret in Return (t, t0) . -(** [no_nested_borrows::id_mut_pair2] *) +(** [no_nested_borrows::id_mut_pair2]: forward function *) Definition id_mut_pair2_fwd (T1 T2 : Type) (p : (T1 * T2)) : result (T1 * T2) := let (t, t0) := p in Return (t, t0) . -(** [no_nested_borrows::id_mut_pair2] *) +(** [no_nested_borrows::id_mut_pair2]: backward function 0 *) Definition id_mut_pair2_back (T1 T2 : Type) (p : (T1 * T2)) (ret : (T1 * T2)) : result (T1 * T2) := let (t, t0) := ret in Return (t, t0) . -(** [no_nested_borrows::id_mut_pair3] *) +(** [no_nested_borrows::id_mut_pair3]: forward function *) Definition id_mut_pair3_fwd (T1 T2 : Type) (x : T1) (y : T2) : result (T1 * T2) := Return (x, y) . -(** [no_nested_borrows::id_mut_pair3] *) +(** [no_nested_borrows::id_mut_pair3]: backward function 0 *) Definition id_mut_pair3_back'a (T1 T2 : Type) (x : T1) (y : T2) (ret : T1) : result T1 := Return ret . -(** [no_nested_borrows::id_mut_pair3] *) +(** [no_nested_borrows::id_mut_pair3]: backward function 1 *) Definition id_mut_pair3_back'b (T1 T2 : Type) (x : T1) (y : T2) (ret : T2) : result T2 := Return ret . -(** [no_nested_borrows::id_mut_pair4] *) +(** [no_nested_borrows::id_mut_pair4]: forward function *) Definition id_mut_pair4_fwd (T1 T2 : Type) (p : (T1 * T2)) : result (T1 * T2) := let (t, t0) := p in Return (t, t0) . -(** [no_nested_borrows::id_mut_pair4] *) +(** [no_nested_borrows::id_mut_pair4]: backward function 0 *) Definition id_mut_pair4_back'a (T1 T2 : Type) (p : (T1 * T2)) (ret : T1) : result T1 := Return ret . -(** [no_nested_borrows::id_mut_pair4] *) +(** [no_nested_borrows::id_mut_pair4]: backward function 1 *) Definition id_mut_pair4_back'b (T1 T2 : Type) (p : (T1 * T2)) (ret : T2) : result T2 := Return ret @@ -420,17 +421,17 @@ mkStruct_with_tuple_t { Arguments mkStruct_with_tuple_t {T1} {T2} _. Arguments Struct_with_tuple_p {T1} {T2}. -(** [no_nested_borrows::new_tuple1] *) +(** [no_nested_borrows::new_tuple1]: forward function *) Definition new_tuple1_fwd : result (Struct_with_tuple_t u32 u32) := Return {| Struct_with_tuple_p := (1%u32, 2%u32) |} . -(** [no_nested_borrows::new_tuple2] *) +(** [no_nested_borrows::new_tuple2]: forward function *) Definition new_tuple2_fwd : result (Struct_with_tuple_t i16 i16) := Return {| Struct_with_tuple_p := (1%i16, 2%i16) |} . -(** [no_nested_borrows::new_tuple3] *) +(** [no_nested_borrows::new_tuple3]: forward function *) Definition new_tuple3_fwd : result (Struct_with_tuple_t u64 i64) := Return {| Struct_with_tuple_p := (1%u64, 2%i64) |} . @@ -445,12 +446,12 @@ mkStruct_with_pair_t { Arguments mkStruct_with_pair_t {T1} {T2} _. Arguments Struct_with_pair_p {T1} {T2}. -(** [no_nested_borrows::new_pair1] *) +(** [no_nested_borrows::new_pair1]: forward function *) Definition new_pair1_fwd : result (Struct_with_pair_t u32 u32) := Return {| Struct_with_pair_p := {| Pair_x := 1%u32; Pair_y := 2%u32 |} |} . -(** [no_nested_borrows::test_constants] *) +(** [no_nested_borrows::test_constants]: forward function *) Definition test_constants_fwd : result unit := swt <- new_tuple1_fwd; let (i, _) := swt.(Struct_with_tuple_p) in @@ -476,34 +477,35 @@ Definition test_constants_fwd : result unit := (** Unit test for [no_nested_borrows::test_constants] *) Check (test_constants_fwd )%return. -(** [no_nested_borrows::test_weird_borrows1] *) +(** [no_nested_borrows::test_weird_borrows1]: forward function *) Definition test_weird_borrows1_fwd : result unit := Return tt. (** Unit test for [no_nested_borrows::test_weird_borrows1] *) Check (test_weird_borrows1_fwd )%return. -(** [no_nested_borrows::test_mem_replace] *) +(** [no_nested_borrows::test_mem_replace]: merged forward/backward function + (there is a single backward function, and the forward function returns ()) *) Definition test_mem_replace_fwd_back (px : u32) : result u32 := let y := mem_replace_fwd u32 px 1%u32 in if negb (y s= 0%u32) then Fail_ Failure else Return 2%u32 . -(** [no_nested_borrows::test_shared_borrow_bool1] *) +(** [no_nested_borrows::test_shared_borrow_bool1]: forward function *) Definition test_shared_borrow_bool1_fwd (b : bool) : result u32 := if b then Return 0%u32 else Return 1%u32 . -(** [no_nested_borrows::test_shared_borrow_bool2] *) +(** [no_nested_borrows::test_shared_borrow_bool2]: forward function *) Definition test_shared_borrow_bool2_fwd : result u32 := Return 0%u32. -(** [no_nested_borrows::test_shared_borrow_enum1] *) +(** [no_nested_borrows::test_shared_borrow_enum1]: forward function *) Definition test_shared_borrow_enum1_fwd (l : List_t u32) : result u32 := match l with | ListCons i l0 => Return 1%u32 | ListNil => Return 0%u32 end . -(** [no_nested_borrows::test_shared_borrow_enum2] *) +(** [no_nested_borrows::test_shared_borrow_enum2]: forward function *) Definition test_shared_borrow_enum2_fwd : result u32 := Return 0%u32. |