----------------------------------------------------------------------------- -- Copyright 2013, Open Universiteit Nederland. This file is distributed -- under the terms of the GNU General Public License. For more information, -- see the file "LICENSE.txt", which is included in the distribution. ----------------------------------------------------------------------------- -- | -- Maintainer : bastiaan.heeren@ou.nl -- Stability : provisional -- Portability : portable (depends on ghc) -- ----------------------------------------------------------------------------- module Ideas.Service.BasicServices ( -- * Basic Services stepsremaining, findbuggyrules, ready, allfirsts, derivation , onefirst, applicable, allapplications, apply, generate, generateWith , StepInfo, exampleDerivations ) where import Control.Monad import Data.List import Data.Maybe import Ideas.Common.Library hiding (derivation, applicable, apply, ready) import Ideas.Common.Traversal.Navigator (downs, navigateTo) import Ideas.Common.Utils (fst3) import Ideas.Service.State import System.Random import qualified Ideas.Common.Classes as Apply generate :: Exercise a -> Maybe Difficulty -> IO (State a) generate ex = liftM (emptyState ex) . randomTerm ex generateWith :: StdGen -> Exercise a -> Maybe Difficulty -> Either String (State a) generateWith rng ex md = case randomTermWith rng ex md of Just a -> return (emptyState ex a) Nothing -> fail "No random term" -- TODO: add a location to each step derivation :: Maybe StrategyConfiguration -> State a -> Either String (Derivation (Rule (Context a), Environment) (Context a)) derivation mcfg state = mapSecond (biMap (\(r, _, as) -> (r, as)) stateContext) $ case mcfg of _ | null ps -> Left "Prefix is required" -- configuration is only allowed beforehand: hence, the prefix -- should be empty (or else, the configuration is ignored). This -- restriction should probably be relaxed later on. Just cfg | all (null . prefixToSteps) ps -> 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 ps = statePrefixes 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 (i-1) (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) -- find a good place -- Note that we have to inspect the last step of the prefix afterwards, because -- the remaining part of the derivation could consist of minor rules only. allfirsts :: State a -> Either String [(StepInfo a, State a)] allfirsts state | null ps = Left "Prefix is required" | otherwise = let trees = map tree ps tree p = cutOnStep (justMajor . lastStepInPrefix) (prefixTree False p (stateContext state)) f ((r1, _, _), _) ((r2, _, _), _) = ruleOrdering (exercise state) r1 r2 justMajor = maybe False isMajor in Right $ noDuplicates $ sortBy f $ mapMaybe make $ concatMap derivations trees where ps = statePrefixes state make d = do prefixEnd <- lastStep d case lastStepInPrefix prefixEnd of Just (RuleStep env r) | isMajor r -> return ( (r , location (lastTerm d) , env) , makeState (exercise state) [prefixEnd] (lastTerm d) ) _ -> Nothing noDuplicates [] = [] noDuplicates (x:xs) = x : noDuplicates (filter (not . eq x) xs) eq ((r1, l1, a1), s1) ((r2, l2, a2), s2) = r1==r2 && l1==l2 && a1==a2 && 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 -- local helper setLocation :: Location -> Context a -> Context a setLocation loc c0 = fromMaybe c0 (navigateTo loc c0) -- Two possible scenarios: either I have a prefix and I can return a new one (i.e., still following the -- strategy), or I return a new term without a prefix. A final scenario is that the rule cannot be applied -- to the current term at the given location, in which case the request is invalid. apply :: Rule (Context a) -> Location -> Environment -> State a -> Either String (State a) apply r loc env state | null (statePrefixes state) = applyOff | otherwise = applyOn where applyOn = -- scenario 1: on-strategy 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 = -- scenario 2: off-strategy case transApplyWith env (transformation r) ca of (new, _):_ -> Right (makeNoState (exercise state) new) [] -> Left ("Cannot apply " ++ show r) ready :: State a -> Bool ready state = isReady (exercise state) (stateTerm state) stepsremaining :: State a -> Either String Int stepsremaining = mapSecond derivationLength . derivation 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 exampleDerivations :: Exercise a -> Either String [Derivation (Rule (Context a), Environment) (Context a)] exampleDerivations ex = mapM (derivation Nothing . emptyState ex . snd) (examples ex)