| Safe Haskell | Safe-Inferred |
|---|---|
| Language | Haskell2010 |
UntypedPlutusCore.DeBruijn
Contents
Description
Support for using de Bruijn indices for term names.
Synopsis
- newtype Index = Index Word64
- newtype Level = Level Integer
- data LevelInfo = LevelInfo {
- currentLevel :: Level
- levelMapping :: Bimap Unique Level
- class HasIndex a where
- newtype DeBruijn = DeBruijn {}
- data NamedDeBruijn = NamedDeBruijn {
- ndbnString :: !Text
- ndbnIndex :: !Index
- data FakeNamedDeBruijn
- data FreeVariableError
- = FreeUnique !Unique
- | FreeIndex !Index
- class AsFreeVariableError r where
- _FreeVariableError :: Prism' r FreeVariableError
- _FreeUnique :: Prism' r Unique
- _FreeIndex :: Prism' r Index
- deBruijnTerm :: (AsFreeVariableError e, MonadError e m) => Term Name uni fun ann -> m (Term NamedDeBruijn uni fun ann)
- unDeBruijnTerm :: (MonadQuote m, AsFreeVariableError e, MonadError e m) => Term NamedDeBruijn uni fun ann -> m (Term Name uni fun ann)
- unNameDeBruijn :: NamedDeBruijn -> DeBruijn
- fakeNameDeBruijn :: DeBruijn -> NamedDeBruijn
- deBruijnTermWith :: Monad m => (Unique -> ReaderT LevelInfo m Index) -> Term Name uni fun ann -> m (Term NamedDeBruijn uni fun ann)
- unDeBruijnTermWith :: MonadQuote m => (Index -> ReaderT LevelInfo m Unique) -> Term NamedDeBruijn uni fun ann -> m (Term Name uni fun ann)
- freeIndexAsConsistentLevel :: (MonadReader LevelInfo m, MonadState (Map Level Unique) m, MonadQuote m) => Index -> m Unique
- deBruijnInitIndex :: Index
Documentation
A relative index used for de Bruijn identifiers.
FIXME: downside of using newtype+Num instead of type-synonym is that `-Woverflowed-literals` does not work, e.g.: `DeBruijn (-1)` has no warning. To trigger the warning you have to bypass the Num and write `DeBruijn (Index -1)`. This can be revisited when we implement PLT-1053.
Instances
An absolute level in the program.
Instances
| Enum Level Source # | |
Defined in PlutusCore.DeBruijn.Internal Methods succ :: Level -> Level Source # pred :: Level -> Level Source # toEnum :: Int -> Level Source # fromEnum :: Level -> Int Source # enumFrom :: Level -> [Level] Source # enumFromThen :: Level -> Level -> [Level] Source # enumFromTo :: Level -> Level -> [Level] Source # enumFromThenTo :: Level -> Level -> Level -> [Level] Source # | |
| Num Level Source # | |
Defined in PlutusCore.DeBruijn.Internal | |
| Integral Level Source # | |
Defined in PlutusCore.DeBruijn.Internal | |
| Real Level Source # | |
Defined in PlutusCore.DeBruijn.Internal Methods toRational :: Level -> Rational Source # | |
| Eq Level Source # | |
| Ord Level Source # | |
Defined in PlutusCore.DeBruijn.Internal | |
During visiting the AST we hold a reader "state" of current level and a current scoping (levelMapping). Invariant-A: the current level is positive and greater than all levels in the levelMapping. Invariant-B: only positive levels are stored in the levelMapping.
Constructors
| LevelInfo | |
Fields
| |
class HasIndex a where Source #
Instances
| HasIndex DeBruijn Source # | |
| HasIndex NamedDeBruijn Source # | |
Defined in PlutusCore.DeBruijn.Internal | |
| HasIndex NamedTyDeBruijn Source # | |
Defined in PlutusCore.DeBruijn.Internal | |
| HasIndex TyDeBruijn Source # | |
Defined in PlutusCore.DeBruijn.Internal | |
A term name as a de Bruijn index, without the name string.
Instances
data NamedDeBruijn Source #
A term name as a de Bruijn index.
Constructors
| NamedDeBruijn | |
Fields
| |
Instances
data FakeNamedDeBruijn Source #
A wrapper around NamedDeBruijn that *must* hold the invariant of name=fakeName.
We do not export the FakeNamedDeBruijn constructor: the projection `FND->ND` is safe
but injection `ND->FND` is unsafe, thus they are not isomorphic.
See Note [Why newtype FakeNamedDeBruijn]
Instances
data FreeVariableError Source #
We cannot do a correct translation to or from de Bruijn indices if the program is not well-scoped. So we throw an error in such a case.
Constructors
| FreeUnique !Unique | |
| FreeIndex !Index |
Instances
class AsFreeVariableError r where Source #
Minimal complete definition
Methods
_FreeVariableError :: Prism' r FreeVariableError Source #
_FreeUnique :: Prism' r Unique Source #
_FreeIndex :: Prism' r Index Source #
Instances
| AsFreeVariableError FreeVariableError Source # | |
Defined in PlutusCore.DeBruijn.Internal Methods _FreeVariableError :: Prism' FreeVariableError FreeVariableError Source # _FreeUnique :: Prism' FreeVariableError Unique Source # _FreeIndex :: Prism' FreeVariableError Index Source # | |
| AsFreeVariableError (Error uni fun ann) Source # | |
Defined in PlutusCore.Error Methods _FreeVariableError :: Prism' (Error uni fun ann) FreeVariableError Source # _FreeUnique :: Prism' (Error uni fun ann) Unique Source # _FreeIndex :: Prism' (Error uni fun ann) Index Source # | |
deBruijnTerm :: (AsFreeVariableError e, MonadError e m) => Term Name uni fun ann -> m (Term NamedDeBruijn uni fun ann) Source #
unDeBruijnTerm :: (MonadQuote m, AsFreeVariableError e, MonadError e m) => Term NamedDeBruijn uni fun ann -> m (Term Name uni fun ann) Source #
unsafe api, use with care
deBruijnTermWith :: Monad m => (Unique -> ReaderT LevelInfo m Index) -> Term Name uni fun ann -> m (Term NamedDeBruijn uni fun ann) Source #
Takes a "handler" function to execute when encountering free variables.
unDeBruijnTermWith :: MonadQuote m => (Index -> ReaderT LevelInfo m Unique) -> Term NamedDeBruijn uni fun ann -> m (Term Name uni fun ann) Source #
Takes a "handler" function to execute when encountering free variables.
freeIndexAsConsistentLevel :: (MonadReader LevelInfo m, MonadState (Map Level Unique) m, MonadQuote m) => Index -> m Unique Source #
A different implementation of a handler, where "free" debruijn indices do not throw an error but are instead gracefully converted to fresh uniques. These generated uniques remain free; i.e. if the original term was open, it will remain open after applying this handler. These generated free uniques are consistent across the open term (by using a state cache).
deBruijnInitIndex :: Index Source #
The LamAbs index (for debruijn indices) and the starting level of DeBruijn monad