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Quantification over Define's result #186

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@mn200

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@mn200

The following seems to be a mild regression:

val _ = Datatype`inum = inum num | infty`;
val ilt_def = Define`
  (ilt (inum x) (inum y) <=> x < y) ∧
  (ilt (inum _) infty    <=> T) ∧
  (ilt infty _           <=> F)
`;

giving as return value

Equations stored under "ilt_def".
Induction stored under "ilt_ind".
val ilt_def =
   |- ∀y x v1 v0.
     (ilt (inum x) (inum y) ⇔ x < y) ∧ (ilt (inum v0) infty ⇔ T) ∧
     (ilt infty v1 ⇔ F):
   thm

Notice how the universal quantifiers have been lifted to the top-level. Once upon a time, they used to stick with the relevant clauses. This breaks some old code (easily fixed), but is also a tad on the ugly side.

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