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(** THIS FILE WAS AUTOMATICALLY GENERATED BY AENEAS *)
(** [demo] *)
Require Import Primitives.
Import Primitives.
Require Import Coq.ZArith.ZArith.
Require Import List.
Import ListNotations.
Local Open Scope Primitives_scope.
Module Demo.
(** [demo::choose]:
Source: 'src/demo.rs', lines 5:0-5:70 *)
Definition choose
(T : Type) (b : bool) (x : T) (y : T) : result (T * (T -> result (T * T))) :=
if b
then let back_'a := fun (ret : T) => Return (ret, y) in Return (x, back_'a)
else let back_'a := fun (ret : T) => Return (x, ret) in Return (y, back_'a)
.
(** [demo::mul2_add1]:
Source: 'src/demo.rs', lines 13:0-13:31 *)
Definition mul2_add1 (x : u32) : result u32 :=
i <- u32_add x x; u32_add i 1%u32
.
(** [demo::use_mul2_add1]:
Source: 'src/demo.rs', lines 17:0-17:43 *)
Definition use_mul2_add1 (x : u32) (y : u32) : result u32 :=
i <- mul2_add1 x; u32_add i y
.
(** [demo::incr]:
Source: 'src/demo.rs', lines 21:0-21:31 *)
Definition incr (x : u32) : result u32 :=
u32_add x 1%u32.
(** [demo::CList]
Source: 'src/demo.rs', lines 27:0-27:17 *)
Inductive CList_t (T : Type) :=
| CList_CCons : T -> CList_t T -> CList_t T
| CList_CNil : CList_t T
.
Arguments CList_CCons { _ }.
Arguments CList_CNil { _ }.
(** [demo::list_nth]:
Source: 'src/demo.rs', lines 32:0-32:56 *)
Fixpoint list_nth (T : Type) (n : nat) (l : CList_t T) (i : u32) : result T :=
match n with
| O => Fail_ OutOfFuel
| S n1 =>
match l with
| CList_CCons x tl =>
if i s= 0%u32
then Return x
else (i1 <- u32_sub i 1%u32; list_nth T n1 tl i1)
| CList_CNil => Fail_ Failure
end
end
.
(** [demo::list_nth_mut]:
Source: 'src/demo.rs', lines 47:0-47:68 *)
Fixpoint list_nth_mut
(T : Type) (n : nat) (l : CList_t T) (i : u32) :
result (T * (T -> result (CList_t T)))
:=
match n with
| O => Fail_ OutOfFuel
| S n1 =>
match l with
| CList_CCons x tl =>
if i s= 0%u32
then
let back_'a := fun (ret : T) => Return (CList_CCons ret tl) in
Return (x, back_'a)
else (
i1 <- u32_sub i 1%u32;
p <- list_nth_mut T n1 tl i1;
let (t, list_nth_mut_back) := p in
let back_'a :=
fun (ret : T) =>
tl1 <- list_nth_mut_back ret; Return (CList_CCons x tl1) in
Return (t, back_'a))
| CList_CNil => Fail_ Failure
end
end
.
(** [demo::list_nth_mut1]: loop 0:
Source: 'src/demo.rs', lines 62:0-71:1 *)
Fixpoint list_nth_mut1_loop
(T : Type) (n : nat) (l : CList_t T) (i : u32) :
result (T * (T -> result (CList_t T)))
:=
match n with
| O => Fail_ OutOfFuel
| S n1 =>
match l with
| CList_CCons x tl =>
if i s= 0%u32
then
let back_'a := fun (ret : T) => Return (CList_CCons ret tl) in
Return (x, back_'a)
else (
i1 <- u32_sub i 1%u32;
p <- list_nth_mut1_loop T n1 tl i1;
let (t, back_'a) := p in
let back_'a1 :=
fun (ret : T) => tl1 <- back_'a ret; Return (CList_CCons x tl1) in
Return (t, back_'a1))
| CList_CNil => Fail_ Failure
end
end
.
(** [demo::list_nth_mut1]:
Source: 'src/demo.rs', lines 62:0-62:77 *)
Definition list_nth_mut1
(T : Type) (n : nat) (l : CList_t T) (i : u32) :
result (T * (T -> result (CList_t T)))
:=
p <- list_nth_mut1_loop T n l i; let (t, back_'a) := p in Return (t, back_'a)
.
(** [demo::i32_id]:
Source: 'src/demo.rs', lines 73:0-73:28 *)
Fixpoint i32_id (n : nat) (i : i32) : result i32 :=
match n with
| O => Fail_ OutOfFuel
| S n1 =>
if i s= 0%i32
then Return 0%i32
else (i1 <- i32_sub i 1%i32; i2 <- i32_id n1 i1; i32_add i2 1%i32)
end
.
(** Trait declaration: [demo::Counter]
Source: 'src/demo.rs', lines 83:0-83:17 *)
Record Counter_t (Self : Type) := mkCounter_t {
Counter_t_incr : Self -> result (usize * Self);
}.
Arguments mkCounter_t { _ }.
Arguments Counter_t_incr { _ }.
(** [demo::{(demo::Counter for usize)}::incr]:
Source: 'src/demo.rs', lines 88:4-88:31 *)
Definition counterUsize_incr (self : usize) : result (usize * usize) :=
self1 <- usize_add self 1%usize; Return (self, self1)
.
(** Trait implementation: [demo::{(demo::Counter for usize)}]
Source: 'src/demo.rs', lines 87:0-87:22 *)
Definition CounterUsize : Counter_t usize := {|
Counter_t_incr := counterUsize_incr;
|}.
(** [demo::use_counter]:
Source: 'src/demo.rs', lines 95:0-95:59 *)
Definition use_counter
(T : Type) (counterInst : Counter_t T) (cnt : T) : result (usize * T) :=
counterInst.(Counter_t_incr) cnt
.
End Demo.
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