This module contains the implementation of the pre processing pass for handling enum inductive types.
The implementation:
- generates mappings from enum inductives occurring in the goal to sufficiently large
BitVecand replaces equality on the enum inductives with equality on these mapping functions. - Constant folds these mappings if appropriate.
- Adds bounds on the values returned by the mappings if the size of the enum inductive does not fit into a power of two.
- Handles applications of these mappings to
ite,condand basic match statements.
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Assuming that declName is an enum inductive, construct a proof of
∀ (x y : declName) : x = y ↔ x.enumToBitVec = y.enumToBitVec.
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Assuming that declName is an enum inductive, construct a proof of
∀ (x : declName) : x.enumToBitVec ≤ domainSize - 1 where domainSize is the amount of
constructors of declName.
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Obtain a theorem that translates .match_x applications on enum inductives to chains of cond
applications. If the specific .match_x that this is being called on is unsupported throw an error.
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This simproc should be set up to trigger on expressions of the form EnumInductive.enumToBitVec x.
It will check if x is a constructor and if that is the case constant fold it to the corresponding
BitVec value.