Annotate e with the LHS annotation. The delaborator displays
expressions of the form lhs = rhs as lhs when they have this annotation.
This is used to implement the infoview for the conv mode.
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Given lhs, returns a pair of metavariables (?rhs, ?newGoal)
where ?newGoal : lhs = ?rhs. tag is the name of newGoal.
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Given lhs, runs the conv tactic with the goal ⊢ lhs = ?rhs.
conv should produce no remaining goals that are not solvable with refl.
Returns a pair of instantiated expressions (?rhs, ?p) where ?p : lhs = ?rhs.
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⊢ lhs = rhs ~~> ⊢ lhs' = rhs using h : lhs = lhs'.
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Replace lhs with the definitionally equal lhs'.
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Evaluate `sepByIndent conv "; "
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Mark goals of the form ⊢ a = ?m .. with the conv goal annotation