lean4-htt/tests/lean/run/5667.lean
jrr6 5f4e6a86d5
feat: update and explain "unknown constant" and "failed to infer type" errors (#9423)
This PR updates the formatting of, and adds explanations for, "unknown
identifier" errors as well as "failed to infer type" errors for binders
and definitions.

It attempts to ameliorate some of the confusion encountered in #1592 by
modifying the wording of the "header is elaborated before body is
processed" note and adding further discussion and examples of this
behavior in the corresponding error explanation.
2025-07-18 19:20:31 +00:00

123 lines
3.3 KiB
Text

inductive Expr where
| const (i : BitVec 32)
| op (op : Unit) (e1 : Expr)
def optimize : Expr → Expr
| .const i => .const i
| .op bop e1 =>
match bop, optimize e1 with
| _, .const _ => .op bop (.const 0)
| _, _ => .const 0
/--
error: Failed to realize constant optimize.eq_def:
failed to generate equational theorem for 'optimize'
case h_2
e1 : Expr
i : BitVec 32
heq : optimize e1 = Expr.const i
bop✝ bop_1 : Unit
x : Expr
x_3 :
∀ (i : BitVec 32),
(Expr.rec (fun i => ⟨Expr.const i, PUnit.unit⟩)
(fun op e1 e1_ih =>
⟨match op, e1_ih.1 with
| x, Expr.const i => Expr.op op (Expr.const 0)
| x, x_1 => Expr.const 0,
e1_ih⟩)
e1).1 =
Expr.const i →
False
⊢ Expr.const 0 = Expr.op bop✝ (Expr.const 0)
---
error: Failed to realize constant optimize.eq_def:
failed to generate equational theorem for 'optimize'
case h_2
e1 : Expr
i : BitVec 32
heq : optimize e1 = Expr.const i
bop✝ bop_1 : Unit
x : Expr
x_3 :
∀ (i : BitVec 32),
(Expr.rec (fun i => ⟨Expr.const i, PUnit.unit⟩)
(fun op e1 e1_ih =>
⟨match op, e1_ih.1 with
| x, Expr.const i => Expr.op op (Expr.const 0)
| x, x_1 => Expr.const 0,
e1_ih⟩)
e1).1 =
Expr.const i →
False
⊢ Expr.const 0 = Expr.op bop✝ (Expr.const 0)
---
error: Unknown identifier `optimize.eq_def`
-/
#guard_msgs in
#check optimize.eq_def
/--
error: failed to generate equational theorem for 'optimize'
case h_2
e1 : Expr
i : BitVec 32
heq : optimize e1 = Expr.const i
bop✝ bop_1 : Unit
x : Expr
x_3 :
∀ (i : BitVec 32),
(Expr.rec (fun i => ⟨Expr.const i, PUnit.unit⟩)
(fun op e1 e1_ih =>
⟨match op, e1_ih.1 with
| x, Expr.const i => Expr.op op (Expr.const 0)
| x, x_1 => Expr.const 0,
e1_ih⟩)
e1).1 =
Expr.const i →
False
⊢ Expr.const 0 = Expr.op bop✝ (Expr.const 0)
-/
#guard_msgs in
#print equations optimize
-- works:
def optimize2 : Expr → Expr
| .const i => .const i
| .op bop e1 =>
match optimize2 e1 with
| .const _ => .op bop (.const 0)
| _ => .const 0
/--
info: equations:
@[defeq] theorem optimize2.eq_1 : ∀ (i : BitVec 32), optimize2 (Expr.const i) = Expr.const i
@[defeq] theorem optimize2.eq_2 : ∀ (bop : Unit) (e1 : Expr),
optimize2 (Expr.op bop e1) =
match optimize2 e1 with
| Expr.const i => Expr.op bop (Expr.const 0)
| x => Expr.const 0
-/
#guard_msgs in
#print equations optimize2
-- also works:
def optimize3 : Expr → Expr
| .const i => .const i
| .op bop e1 =>
match bop, e1 with
| _, .const _ => .op bop (optimize3 e1)
| _, _ => .const 0
/--
info: equations:
@[defeq] theorem optimize3.eq_1 : ∀ (i : BitVec 32), optimize3 (Expr.const i) = Expr.const i
@[defeq] theorem optimize3.eq_2 : ∀ (bop : Unit) (i : BitVec 32),
optimize3 (Expr.op bop (Expr.const i)) = Expr.op bop (optimize3 (Expr.const i))
theorem optimize3.eq_3 : ∀ (bop : Unit) (e1 : Expr),
(∀ (i : BitVec 32), e1 = Expr.const i → False) → optimize3 (Expr.op bop e1) = Expr.const 0
-/
#guard_msgs in
#print equations optimize3