module Ideas.Service.BasicServices
(
stepsremaining, findbuggyrules, allfirsts, solution
, onefirst, applicable, allapplications, apply, generate, create
, StepInfo, tStepInfo, exampleDerivations, recognizeRule
) where
import Control.Monad
import Data.List
import Data.Maybe
import Ideas.Common.Library hiding (applicable, apply, ready)
import Ideas.Common.Traversal.Navigator (downs, navigateTo)
import Ideas.Common.Utils (fst3)
import Ideas.Service.State
import Ideas.Service.Types
import System.Random
import qualified Ideas.Common.Classes as Apply
import qualified Ideas.Common.Library as Library
generate :: StdGen -> Exercise a -> Maybe Difficulty -> Either String (State a)
generate rng ex md =
case randomTerm rng ex md of
Just a -> return (emptyState ex a)
Nothing -> Left "No random term"
create :: Exercise a -> String -> Either String (State a)
create ex input =
case parser ex input of
Left err -> Left err
Right a
| evalPredicate (Library.ready ex) a -> Left "Is ready"
| evalPredicate (Library.suitable ex) a -> Right (emptyState ex a)
| otherwise -> Left "Not suitable"
solution :: Maybe StrategyCfg -> State a -> Either String (Derivation (Rule (Context a), Environment) (Context a))
solution mcfg state =
mapSecond (biMap (\(r, _, as) -> (r, as)) stateContext) $
case mcfg of
_ | withoutPrefix state -> Left "Prefix is required"
Just cfg | isEmptyPrefix prfx ->
let newStrategy = configure cfg (strategy ex)
newExercise = ex {strategy = newStrategy}
in rec timeout d0 (emptyStateContext newExercise (stateContext state))
_ -> rec timeout d0 state
where
d0 = emptyDerivation state
ex = exercise state
prfx = statePrefix state
timeout = 50 :: Int
rec i acc st =
case onefirst st of
Left _ -> Right acc
Right ((r, l, as), newState)
| i <= 0 -> Left msg
| otherwise -> rec (i1) (acc `extend` ((r, l, as), newState)) newState
where
msg = "Time out after " ++ show timeout ++ " steps. " ++
show (biMap fst3 (prettyPrinterContext ex . stateContext) acc)
type StepInfo a = (Rule (Context a), Location, Environment)
tStepInfo :: Type a (StepInfo a)
tStepInfo = tTuple3 tRule tLocation tEnvironment
allfirsts :: State a -> Either String [(StepInfo a, State a)]
allfirsts state
| withoutPrefix state = Left "Prefix is required"
| otherwise = Right $
noDuplicates $ map make $ firsts state
where
make ((s, ctx), st) = ((stepRule s, location ctx, stepEnvironment s), st)
noDuplicates [] = []
noDuplicates (x:xs) = x : noDuplicates (filter (not . eq x) xs)
eq (x1, s1) (x2, s2) =
x1 == x2 && exercise s1 == exercise s2
&& similarity (exercise s1) (stateContext s1) (stateContext s2)
onefirst :: State a -> Either String (StepInfo a, State a)
onefirst state =
case allfirsts state of
Right [] -> Left "No step possible"
Right (hd:_) -> Right hd
Left msg -> Left msg
applicable :: Location -> State a -> [Rule (Context a)]
applicable loc state =
let p r = not (isBuggy r) && Apply.applicable r (setLocation loc (stateContext state))
in filter p (ruleset (exercise state))
allapplications :: State a -> [(Rule (Context a), Location, State a)]
allapplications state = sortBy cmp (xs ++ ys)
where
ex = exercise state
xs = either (const []) (map (\((r, l, _), s) -> (r, l, s))) (allfirsts state)
ps = [ (r, loc) | (r, loc, _) <- xs ]
ys = f (top (stateContext state))
f c = g c ++ concatMap f (downs c)
g c = [ (r, location new, makeNoState ex new)
| r <- ruleset ex
, (r, location c) `notElem` ps
, new <- applyAll r c
]
cmp (r1, loc1, _) (r2, loc2, _) =
case ruleOrdering ex r1 r2 of
EQ -> loc1 `compare` loc2
this -> this
setLocation :: Location -> Context a -> Context a
setLocation loc c0 = fromMaybe c0 (navigateTo loc c0)
apply :: Rule (Context a) -> Location -> Environment -> State a -> Either String (State a)
apply r loc env state
| withoutPrefix state = applyOff
| otherwise = applyOn
where
applyOn =
maybe applyOff Right $ listToMaybe
[ s1 | Right xs <- [allfirsts state], ((r1, loc1, env1), s1) <- xs, r==r1, loc==loc1, noBindings env || env==env1 ]
ca = setLocation loc (stateContext state)
applyOff =
case transApplyWith env (transformation r) ca of
(new, _):_ -> Right (makeNoState (exercise state) new)
[] -> Left ("Cannot apply " ++ show r)
stepsremaining :: State a -> Either String Int
stepsremaining = mapSecond derivationLength . solution Nothing
findbuggyrules :: State a -> Context a -> [(Rule (Context a), Location, Environment)]
findbuggyrules state a =
[ (r, loc, as)
| r <- filter isBuggy (ruleset ex)
, (loc, as) <- recognizeRule ex r (stateContext state) a
]
where
ex = exercise state
recognizeRule :: Exercise a -> Rule (Context a) -> Context a -> Context a -> [(Location, Environment)]
recognizeRule ex r ca cb = rec (top ca)
where
final = addTransRecognizer (similarity ex) r
rec x = do
as <- recognizeAll final x cb
return (location x, as)
`mplus`
concatMap rec (downs x)
exampleDerivations :: Exercise a -> Either String [Derivation (Rule (Context a), Environment) (Context a)]
exampleDerivations ex = mapM (solution Nothing . emptyState ex . snd) (examples ex)