lean4-htt/tests/lean/match1.lean.expected.out
Kyle Miller cdbe29b46d
feat: accurate binder names in signatures (like in output of #check) (#5827)
An important part of the interface of a function is the parameter names,
for making used of named arguments. This PR makes the parameter names
print in a reliable way. The parameters of the type now appear as
hygienic names if they cannot be used as named arguments.

Modifies the heuristic for how parameters are chosen to appear before or
after the colon. The rule is now that parameters start appearing after
the colon at the first non-dependent non-instance-implicit parameter
that has a name unusable as a named argument. This is a refinement of
#2846.

Fixes the issue where consecutive hygienic names pretty print without a
space separating them, so we now have `(x✝ y✝ : Nat)` rather than `(x✝y✝
: Nat)`.

Breaking change: `Lean.PrettyPrinter.Formatter.pushToken` now takes an
additional boolean `ident` argument, which should be `true` for
identifiers. Used to insert discretionary space between consecutive
identifiers.

Closes #5810
2024-10-29 16:43:11 +00:00

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---- h1
10
---- h2
3
10
0
---- h3
10
30
4
---- inv
10
match1.lean:82:0-82:73: error: dependent elimination failed, type mismatch when solving alternative with type
motive 0 (Vec.cons head✝ Vec.nil) ⋯
but expected
motive x✝ (Vec.cons head✝ tail✝) ⋯
[false, true, true]
match1.lean:119:0-119:41: error: dependent match elimination failed, inaccessible pattern found
.(j + j)
constructor expected
[false, true, true]
match1.lean:136:7-136:22: error: invalid match-expression, type of pattern variable 'a' contains metavariables
?m
fun x => ?m : ?m × ?m → ?m
fun x =>
match x with
| (a, b) => a + b : Nat × Nat → Nat
fun x =>
match x with
| (a, b) => a && b : Bool × Bool → Bool
fun x =>
match x with
| (a, b) => a + b : Nat × Nat → Nat
fun x x_1 =>
match x, x_1 with
| some a, some b => some (a + b)
| x, x_2 => none : Option Nat → Option Nat → Option Nat
fun x =>
(match (motive := Nat → Nat → Nat) x with
| 0 => id
| x.succ => id)
x : Nat → Nat
fun x =>
match x with
| #[1, 2] => 2
| #[] => 0
| #[3, 4, 5] => 3
| x => 4 : Array Nat → Nat
g.match_1.{u_1, u_2} {α : Type u_1} (motive : List α → Sort u_2) (x✝ : List α) (h_1 : (a : α) → motive [a])
(h_2 : (x : List α) → motive x) : motive x✝
fun e => nomatch e : Empty → False