719765ec5c
This PR refines and clarifies the `meta` phase distinction in the module system. * `meta import A` without `public` now has the clarified meaning of "enable compile-time evaluation of declarations in or above `A` in the current module, but not downstream". This is now checked statically by enforcing that public meta defs, which therefore may be referenced from outside, can only use public meta imports, and that global evaluating attributes such as `@[term_parser]` can only be applied to public meta defs. * `meta def`s may no longer reference non-meta defs even when in the same module. This clarifies the meta distinction as well as improves locality of (new) error messages. * parser references in `syntax` are now also properly tracked as meta references. * A `meta import` of an `import` now properly loads only the `.ir` of the nested module for the purposes of execution instead of also making its declarations available for general elaboration. * `initialize` is now no longer being run on import under the module system, which is now covered by `meta initialize`.
53 lines
1.5 KiB
Text
53 lines
1.5 KiB
Text
module
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meta import Lean.Meta.Tactic.Grind
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def f (α : Type) [Add α] (a : α) := a + a + a
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open Lean Meta Grind in
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meta def fallback : Fallback := do
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let nodes ← filterENodes fun e => return e.self.isAppOf ``Lean.Grind.nestedProof
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trace[Meta.debug] "{nodes.toList.map (·.self)}"
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let nodes ← filterENodes fun e => return e.self.isApp && e.self.isAppOf ``GetElem.getElem
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let [_, n, _] := nodes.toList | unreachable!
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trace[Meta.debug] "{← getEqc n.self}"
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(← get).mvarId.admit
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set_option trace.Meta.debug true
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set_option grind.debug true
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set_option grind.debug.proofs true
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/-
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Recall that array access terms, such as `a[i]`, have nested proofs.
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The following test relies on `grind` `nestedProof` wrapper to
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detect equalities between array access terms.
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-/
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/--
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trace: [Meta.debug] [‹i < a.size›, ‹j < a.size›, ‹j < b.size›]
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[Meta.debug] [a[j], b[j], a[i]]
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-/
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#guard_msgs (trace) in
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example (i j : Nat) (a b : Array Nat) (h1 : j < a.size) (h : j < b.size) (h2 : i ≤ j) : a[i] < a[j] + b[j] → i = j → a = b → False := by
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grind -mbtc on_failure fallback
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/--
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trace: [Meta.debug] [‹i < a.size›, ‹j < a.size›, ‹j < b.size›]
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[Meta.debug] [a[j], a[i]]
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-/
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#guard_msgs (trace) in
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example (i j : Nat) (a b : Array Nat) (h1 : j < a.size) (h : j < b.size) (h2 : i ≤ j) : a[i] < a[j] + b[j] → i = j → False := by
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grind -mbtc on_failure fallback
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namespace Test
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opaque p : Prop
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axiom hp : p
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opaque h : p → Prop
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example : h (@Lean.Grind.nestedProof p hp) → p := by
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grind
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example : h hp → p := by
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grind
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end Test
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