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-rw-r--r--tests/lean/External/Funs.lean49
-rw-r--r--tests/lean/External/FunsExternal.lean6
-rw-r--r--tests/lean/External/FunsExternal_Template.lean17
3 files changed, 35 insertions, 37 deletions
diff --git a/tests/lean/External/Funs.lean b/tests/lean/External/Funs.lean
index 3fc21d91..122f94da 100644
--- a/tests/lean/External/Funs.lean
+++ b/tests/lean/External/Funs.lean
@@ -6,81 +6,80 @@ import External.FunsExternal
open Primitives
namespace external
-/- [external::swap] -/
-def swap_fwd
- (T : Type) (x : T) (y : T) (st : State) : Result (State × Unit) :=
+/- [external::swap]: forward function -/
+def swap (T : Type) (x : T) (y : T) (st : State) : Result (State × Unit) :=
do
- let (st0, _) ← core.mem.swap_fwd T x y st
+ let (st0, _) ← core.mem.swap T x y st
let (st1, _) ← core.mem.swap_back0 T x y st st0
let (st2, _) ← core.mem.swap_back1 T x y st st1
Result.ret (st2, ())
-/- [external::swap] -/
+/- [external::swap]: backward function 0 -/
def swap_back
(T : Type) (x : T) (y : T) (st : State) (st0 : State) :
Result (State × (T × T))
:=
do
- let (st1, _) ← core.mem.swap_fwd T x y st
+ let (st1, _) ← core.mem.swap T x y st
let (st2, x0) ← core.mem.swap_back0 T x y st st1
let (_, y0) ← core.mem.swap_back1 T x y st st2
Result.ret (st0, (x0, y0))
-/- [external::test_new_non_zero_u32] -/
-def test_new_non_zero_u32_fwd
+/- [external::test_new_non_zero_u32]: forward function -/
+def test_new_non_zero_u32
(x : U32) (st : State) : Result (State × core.num.nonzero.NonZeroU32) :=
do
- let (st0, opt) ← core.num.nonzero.NonZeroU32.new_fwd x st
- core.option.Option.unwrap_fwd core.num.nonzero.NonZeroU32 opt st0
+ let (st0, opt) ← core.num.nonzero.NonZeroU32.new x st
+ core.option.Option.unwrap core.num.nonzero.NonZeroU32 opt st0
-/- [external::test_vec] -/
-def test_vec_fwd : Result Unit :=
+/- [external::test_vec]: forward function -/
+def test_vec : Result Unit :=
do
let v := Vec.new U32
let _ ← Vec.push U32 v (U32.ofInt 0 (by intlit))
Result.ret ()
/- Unit test for [external::test_vec] -/
-#assert (test_vec_fwd == .ret ())
+#assert (test_vec == .ret ())
-/- [external::custom_swap] -/
-def custom_swap_fwd
+/- [external::custom_swap]: forward function -/
+def custom_swap
(T : Type) (x : T) (y : T) (st : State) : Result (State × T) :=
do
- let (st0, _) ← core.mem.swap_fwd T x y st
+ let (st0, _) ← core.mem.swap T x y st
let (st1, x0) ← core.mem.swap_back0 T x y st st0
let (st2, _) ← core.mem.swap_back1 T x y st st1
Result.ret (st2, x0)
-/- [external::custom_swap] -/
+/- [external::custom_swap]: backward function 0 -/
def custom_swap_back
(T : Type) (x : T) (y : T) (st : State) (ret0 : T) (st0 : State) :
Result (State × (T × T))
:=
do
- let (st1, _) ← core.mem.swap_fwd T x y st
+ let (st1, _) ← core.mem.swap T x y st
let (st2, _) ← core.mem.swap_back0 T x y st st1
let (_, y0) ← core.mem.swap_back1 T x y st st2
Result.ret (st0, (ret0, y0))
-/- [external::test_custom_swap] -/
-def test_custom_swap_fwd
+/- [external::test_custom_swap]: forward function -/
+def test_custom_swap
(x : U32) (y : U32) (st : State) : Result (State × Unit) :=
do
- let (st0, _) ← custom_swap_fwd U32 x y st
+ let (st0, _) ← custom_swap U32 x y st
Result.ret (st0, ())
-/- [external::test_custom_swap] -/
+/- [external::test_custom_swap]: backward function 0 -/
def test_custom_swap_back
(x : U32) (y : U32) (st : State) (st0 : State) :
Result (State × (U32 × U32))
:=
custom_swap_back U32 x y st (U32.ofInt 1 (by intlit)) st0
-/- [external::test_swap_non_zero] -/
-def test_swap_non_zero_fwd (x : U32) (st : State) : Result (State × U32) :=
+/- [external::test_swap_non_zero]: forward function -/
+def test_swap_non_zero (x : U32) (st : State) : Result (State × U32) :=
do
- let (st0, _) ← swap_fwd U32 x (U32.ofInt 0 (by intlit)) st
+ let (st0, _) ← swap U32 x (U32.ofInt 0 (by intlit)) st
let (st1, (x0, _)) ← swap_back U32 x (U32.ofInt 0 (by intlit)) st st0
if x0 = (U32.ofInt 0 (by intlit))
then Result.fail Error.panic
diff --git a/tests/lean/External/FunsExternal.lean b/tests/lean/External/FunsExternal.lean
index 5326dd77..aae11ba1 100644
--- a/tests/lean/External/FunsExternal.lean
+++ b/tests/lean/External/FunsExternal.lean
@@ -7,7 +7,7 @@ open external
-- TODO: fill those bodies
/- [core::mem::swap] -/
-def core.mem.swap_fwd
+def core.mem.swap
(T : Type) : T → T → State → Result (State × Unit) :=
fun _x _y s => .ret (s, ())
@@ -22,12 +22,12 @@ def core.mem.swap_back1
fun x _y _s0 s1 => .ret (s1, x)
/- [core::num::nonzero::NonZeroU32::{14}::new] -/
-def core.num.nonzero.NonZeroU32.new_fwd
+def core.num.nonzero.NonZeroU32.new
:
U32 → State → Result (State × (Option core_num_nonzero_non_zero_u32_t)) :=
fun _ _ => .fail .panic
/- [core::option::Option::{0}::unwrap] -/
-def core.option.Option.unwrap_fwd
+def core.option.Option.unwrap
(T : Type) : Option T → State → Result (State × T) :=
fun _ _ => .fail .panic
diff --git a/tests/lean/External/FunsExternal_Template.lean b/tests/lean/External/FunsExternal_Template.lean
index 669fe91b..c8bc397f 100644
--- a/tests/lean/External/FunsExternal_Template.lean
+++ b/tests/lean/External/FunsExternal_Template.lean
@@ -6,23 +6,22 @@ import External.Types
open Primitives
open external
-/- [core::mem::swap] -/
-axiom core.mem.swap_fwd
- (T : Type) : T → T → State → Result (State × Unit)
+/- [core::mem::swap]: forward function -/
+axiom core.mem.swap (T : Type) : T → T → State → Result (State × Unit)
-/- [core::mem::swap] -/
+/- [core::mem::swap]: backward function 0 -/
axiom core.mem.swap_back0
(T : Type) : T → T → State → State → Result (State × T)
-/- [core::mem::swap] -/
+/- [core::mem::swap]: backward function 1 -/
axiom core.mem.swap_back1
(T : Type) : T → T → State → State → Result (State × T)
-/- [core::num::nonzero::NonZeroU32::{14}::new] -/
-axiom core.num.nonzero.NonZeroU32.new_fwd
+/- [core::num::nonzero::NonZeroU32::{14}::new]: forward function -/
+axiom core.num.nonzero.NonZeroU32.new
: U32 → State → Result (State × (Option core.num.nonzero.NonZeroU32))
-/- [core::option::Option::{0}::unwrap] -/
-axiom core.option.Option.unwrap_fwd
+/- [core::option::Option::{0}::unwrap]: forward function -/
+axiom core.option.Option.unwrap
(T : Type) : Option T → State → Result (State × T)