module Ideas.Common.Strategy.Traversal
(
layer, traverse
, Option
, topdown, bottomup, leftToRight, rightToLeft
, full, spine, stop, once, leftmost, rightmost
, traversalFilter, parentFilter
, fulltd, fullbu, oncetd, oncebu, leftmostbu, leftmosttd
, somewhere, somewhereWhen
, oncetdPref, oncebuPref
, innermost, outermost
, ruleUp, ruleDown, ruleDownLast, ruleLeft, ruleRight
) where
import Data.Monoid
import Ideas.Common.Classes
import Ideas.Common.Rule
import Ideas.Common.Strategy.Abstract
import Ideas.Common.Strategy.Combinators
import Ideas.Common.Traversal.Navigator
import Prelude hiding (repeat, not, traverse)
import qualified Prelude
data Visit = VisitFirst | VisitOne | VisitSome | VisitAll | VisitMany
visit :: (IsStrategy f, IsStrategy g) => Visit -> f a -> g a -> Strategy a
visit v next s = fix $ \a ->
case v of
VisitFirst -> s |> next .*. a
VisitOne -> s .|. next .*. a
VisitSome -> s .*. try (next .*. visit VisitMany next s) .|. next .*. a
VisitAll -> s .*. (not next |> (next .*. a))
VisitMany -> try s .*. (not next |> (next .*. a))
layer :: (IsStrategy f, Navigator a) => [Option a] -> f a -> Strategy a
layer = layerWith . fromOptions
layerWith :: (IsStrategy f, Navigator a) => Info a -> f a -> Strategy a
layerWith tr s =
goDown .*. findOk .*. visit (getVisit tr) (next .*. findOk) s .*. try ruleUp
where
(next, goDown)
| getReversed tr = (ruleLeft, ruleDownLast)
| otherwise = (ruleRight, ruleDown)
findOk =
case getFilters tr of
[] -> succeed
ps -> fix $ \a -> check (\x -> all ($ x) ps) |> (next .*. a)
traverse :: (IsStrategy f, Navigator a) => [Option a] -> f a -> Strategy a
traverse = traverseWith . fromOptions
traverseWith :: (IsStrategy f, Navigator a) => Info a -> f a -> Strategy a
traverseWith tr s =
fix $ \a ->
case getOp tr of
Sequence
| getTopDown tr -> s .*. (descend a .|. check isLeaf)
| otherwise -> (descend a .|. check isLeaf) .*. s
OrElse
| getTopDown tr -> s |> descend a
| otherwise -> descend a |> s
Prefer
| getTopDown tr -> s ./. descend a
| otherwise -> descend a ./. s
Choice -> s .|. descend a
where
descend = layerWith tr
data Op = Sequence | OrElse | Choice | Prefer
data Info a = Info
{ getVisit :: Visit
, getOp :: Op
, getFilters :: [a -> Bool]
, getTopDown :: Bool
, getReversed :: Bool
}
newtype Option a = O { unO :: Info a -> Info a }
instance Monoid (Option a) where
mempty = O id
O f `mappend` O g = O (f . g)
fromOptions :: [Option a] -> Info a
fromOptions xs = unO (mconcat xs) (Info VisitOne Choice [] True False)
topdown, bottomup :: Option a
topdown = O $ \t -> t {getTopDown = True}
bottomup = O $ \t -> t {getTopDown = False}
leftToRight, rightToLeft :: Option a
leftToRight = O $ \t -> t {getReversed = False}
rightToLeft = O $ \t -> t {getReversed = True}
full, spine, stop, once :: Option a
full = setOp Sequence `mappend` setVisit VisitAll
spine = setOp Sequence `mappend` setVisit VisitOne
stop = setOp OrElse `mappend` setVisit VisitAll
once = setOp OrElse `mappend` setVisit VisitOne
leftmost, rightmost :: Option a
leftmost = leftToRight <> setOp OrElse
rightmost = rightToLeft <> setOp OrElse
setVisit :: Visit -> Option a
setVisit v = O $ \t -> t {getVisit = v}
setOp :: Op -> Option a
setOp c = O $ \t -> t {getOp = c}
traversalFilter :: (a -> Bool) -> Option a
traversalFilter ok = O $ \t -> t {getFilters = ok:getFilters t}
parentFilter :: Navigator a => (a -> [Int]) -> Option a
parentFilter p = O $ \t -> t {getFilters = ok:getFilters t}
where
ok a = maybe True (\x -> childnr a `elem` p x) (up a)
fulltd :: (IsStrategy f, Navigator a) => f a -> Strategy a
fulltd = traverse [full, topdown]
fullbu :: (IsStrategy f, Navigator a) => f a -> Strategy a
fullbu = traverse [full, bottomup]
oncetd :: (IsStrategy f, Navigator a) => f a -> Strategy a
oncetd = traverse [once, topdown]
oncetdPref :: (IsStrategy f, Navigator a) => f a -> Strategy a
oncetdPref = traverse [setOp Prefer, once, topdown]
oncebu :: (IsStrategy f, Navigator a) => f a -> Strategy a
oncebu = traverse [once, bottomup]
oncebuPref :: (IsStrategy f, Navigator a) => f a -> Strategy a
oncebuPref = traverse [setOp Prefer, once, bottomup]
leftmostbu :: (IsStrategy f, Navigator a) => f a -> Strategy a
leftmostbu = traverse [setOp OrElse, setVisit VisitFirst, bottomup]
leftmosttd :: (IsStrategy f, Navigator a) => f a -> Strategy a
leftmosttd = traverse [setOp OrElse, setVisit VisitFirst, topdown]
somewhere :: (IsStrategy f, Navigator a) => f a -> Strategy a
somewhere = traverse []
somewhereWhen :: (IsStrategy g, Navigator a) => (a -> Bool) -> g a -> Strategy a
somewhereWhen p s = fix $ \this ->
check p .*. s .|. check (Prelude.not . p) .*. layer [] this
innermost :: (IsStrategy f, Navigator a) => f a -> Strategy a
innermost = repeat . leftmostbu
outermost :: (IsStrategy f, Navigator a) => f a -> Strategy a
outermost = repeat . leftmosttd
ruleUp :: Navigator a => Rule a
ruleUp = minorRule "navigator.up" up
ruleDown :: Navigator a => Rule a
ruleDown = minorRule "navigator.down" down
ruleDownLast :: Navigator a => Rule a
ruleDownLast = minorRule "navigator.downlast" downLast
ruleLeft :: Navigator a => Rule a
ruleLeft = minorRule "navigator.left" left
ruleRight :: Navigator a => Rule a
ruleRight = minorRule "navigator.right" right