Agda.TypeChecking.MetaVars.Occurs

Documentation

modifyOccursCheckDefs :: (Set QName -> Set QName) -> TCM ()

initOccursCheck :: MetaVariable -> TCM ()

Set the names of definitions to be looked at to the defs in the current mutual block.

defNeedsChecking :: QName -> TCM Bool

Is a def in the list of stuff to be checked?

tallyDef :: QName -> TCM ()

Remove a def from the list of defs to be looked at.

data OccursCtx

Constructors

Flex

we are in arguments of a meta

Rigid

we are not in arguments of a meta but a bound var

StronglyRigid

we are at the start or in the arguments of a constructor

Top

we are at the term root (this turns into StronglyRigid)

Irrel

we are in an irrelevant argument

Instances

Eq OccursCtx

Show OccursCtx

data UnfoldStrategy

Constructors

YesUnfold

NoUnfold

Instances

Eq UnfoldStrategy

Show UnfoldStrategy

defArgs :: UnfoldStrategy -> OccursCtx -> OccursCtx

unfold :: UnfoldStrategy -> Term -> TCM (Blocked Term)

leaveTop :: OccursCtx -> OccursCtx

Leave the top position.

weakly :: OccursCtx -> OccursCtx

Leave the strongly rigid position.

strongly :: OccursCtx -> OccursCtx

patternViolation' :: Int -> String -> TCM a

abort :: OccursCtx -> TypeError -> TCM a

type Vars = ([Nat], [Nat])

Distinguish relevant and irrelevant variables in occurs check.

goIrrelevant :: Vars -> Vars

allowedVar :: Nat -> Vars -> Bool

takeRelevant :: Vars -> [Nat]

liftUnderAbs :: Vars -> Vars

class Occurs t where

Extended occurs check.

Methods

occurs :: UnfoldStrategy -> OccursCtx -> MetaId -> Vars -> t -> TCM t

metaOccurs :: MetaId -> t -> TCM ()

Instances

Occurs QName

Occurs Clause

Occurs LevelAtom

Occurs PlusLevel

Occurs Level

Occurs Sort

Occurs Type

Occurs Term

Occurs Defn

Occurs a => Occurs [a]

(Occurs a, Subst a) => Occurs (Abs a)

Occurs a => Occurs (Elim' a)

Occurs a => Occurs (Dom a)

Occurs a => Occurs (Arg a)

(Occurs a, Occurs b) => Occurs (a, b)

occursCheck :: MetaId -> Vars -> Term -> TCM Term

When assigning m xs := v, check that m does not occur in v and that the free variables of v are contained in xs.

Getting rid of flexible occurrences

prune :: MetaId -> Args -> [Nat] -> TCM PruneResult

prune m' vs xs attempts to remove all arguments from vs whose free variables are not contained in xs. If successful, m' is solved by the new, pruned meta variable and we return True else False.

Issue 1147: If any of the meta args vs is matchable, e.g., is a constructor term, we cannot prune, because the offending variables could be removed by reduction for a suitable instantiation of the meta variable.

hasBadRigid :: [Nat] -> Term -> ExceptT () TCM Bool

hasBadRigid xs v = Just True iff one of the rigid variables in v is not in xs. Actually we can only prune if a bad variable is in the head. See issue 458. Or in a non-eliminateable position (see succeed/PruningNonMillerPattern).

hasBadRigid xs v = Nothing means that we cannot prune at all as one of the meta args is matchable. (See issue 1147.)

isNeutral :: MonadTCM tcm => QName -> Elims -> tcm Bool

Check whether a term Def f es is finally stuck. Currently, we give only a crude approximation.

rigidVarsNotContainedIn :: Free a => a -> [Nat] -> Bool

data PruneResult

Constructors

NothingToPrune

the kill list is empty or only Falses

PrunedNothing

there is no possible kill (because of type dep.)

PrunedSomething

managed to kill some args in the list

PrunedEverything

all prescribed kills where performed

Instances

Eq PruneResult

Show PruneResult

killArgs :: [Bool] -> MetaId -> TCM PruneResult

killArgs [k1,...,kn] X prunes argument i from metavar X if ki==True. Pruning is carried out whenever > 0 arguments can be pruned. True is only returned if all arguments could be pruned.

killedType :: [(Dom (ArgName, Type), Bool)] -> Type -> ([Arg Bool], Type)

killedType [((x1,a1),k1)..((xn,an),kn)] b = ([k'1..k'n],t') (ignoring Dom). Let t' = (xs:as) -> b. Invariant: k'i == True iff ki == True and pruning the ith argument from type b is possible without creating unbound variables. t' is type t after pruning all k'i==True.

performKill :: [Arg Bool] -> MetaId -> Type -> TCM ()