{-# LANGUAGE DataKinds #-} {-# LANGUAGE DerivingStrategies #-} {-# LANGUAGE FlexibleContexts #-} {-# LANGUAGE GeneralizedNewtypeDeriving #-} {-# LANGUAGE LambdaCase #-} {-# LANGUAGE NamedFieldPuns #-} {-# LANGUAGE OverloadedStrings #-} {-# LANGUAGE TupleSections #-} {-| Module : Auth.Biscuit.Datalog.Executor Copyright : © Clément Delafargue, 2021 License : MIT Maintainer : clement@delafargue.name The Datalog engine, tasked with deriving new facts from existing facts and rules, as well as matching available facts against checks and policies -} module Auth.Biscuit.Datalog.Executor ( ExecutionError (..) , Limits (..) , ResultError (..) , Bindings , Name , MatchedQuery (..) , Scoped , FactGroup (..) , countFacts , toScopedFacts , fromScopedFacts , keepAuthorized' , defaultLimits , evaluateExpression -- , getFactsForRule , checkCheck , checkPolicy , getBindingsForRuleBody , getCombinations ) where import Control.Monad (join, mfilter, zipWithM) import Data.Bitraversable (bitraverse) import Data.Bits (xor, (.&.), (.|.)) import qualified Data.ByteString as ByteString import Data.Foldable (fold) import Data.Functor.Compose (Compose (..)) import Data.List.NonEmpty (NonEmpty) import qualified Data.List.NonEmpty as NE import Data.Map.Strict (Map, (!?)) import qualified Data.Map.Strict as Map import Data.Maybe (isJust, mapMaybe) import Data.Set (Set) import qualified Data.Set as Set import Data.Text (Text, isInfixOf, unpack) import qualified Data.Text as Text import Data.Void (absurd) import Numeric.Natural (Natural) import qualified Text.Regex.TDFA as Regex import qualified Text.Regex.TDFA.Text as Regex import Validation (Validation (..), failure) import Auth.Biscuit.Datalog.AST import Auth.Biscuit.Utils (maybeToRight) -- | A variable name type Name = Text -- | A list of bound variables, with the associated value type Bindings = Map Name Value -- | A datalog query that was matched, along with the values -- that matched data MatchedQuery = MatchedQuery { matchedQuery :: Query , bindings :: Set Bindings } deriving (Eq, Show) -- | The result of matching the checks and policies against all the available -- facts. data ResultError = NoPoliciesMatched [Check] -- ^ No policy matched. additionally some checks may have failed | FailedChecks (NonEmpty Check) -- ^ An allow rule matched, but at least one check failed | DenyRuleMatched [Check] MatchedQuery -- ^ A deny rule matched. additionally some checks may have failed deriving (Eq, Show) -- | An error that can happen while running a datalog verification. -- The datalog computation itself can be aborted by runtime failsafe -- mechanisms, or it can run to completion but fail to fullfil checks -- and policies ('ResultError'). data ExecutionError = Timeout -- ^ Verification took too much time | TooManyFacts -- ^ Too many facts were generated during evaluation | TooManyIterations -- ^ Evaluation did not converge in the alloted number of iterations | InvalidRule -- ^ Some rules were malformed: every variable present in their head must -- appear in their body | ResultError ResultError -- ^ The evaluation ran to completion, but checks and policies were not -- fulfilled. deriving (Eq, Show) -- | Settings for the executor runtime restrictions. -- See `defaultLimits` for default values. data Limits = Limits { maxFacts :: Int -- ^ maximum number of facts that can be produced before throwing `TooManyFacts` , maxIterations :: Int -- ^ maximum number of iterations before throwing `TooManyIterations` , maxTime :: Int -- ^ maximum duration the verification can take (in μs) , allowRegexes :: Bool -- ^ whether or not allowing `.matches()` during verification (untrusted regex computation -- can enable DoS attacks). This security risk is mitigated by the 'maxTime' setting. } deriving (Eq, Show) -- | Default settings for the executor restrictions. -- - 1000 facts -- - 100 iterations -- - 1000μs max -- - regexes are allowed -- - facts and rules are allowed in blocks defaultLimits :: Limits defaultLimits = Limits { maxFacts = 1000 , maxIterations = 100 , maxTime = 1000 , allowRegexes = True } type Scoped a = (Set Natural, a) newtype FactGroup = FactGroup { getFactGroup :: Map (Set Natural) (Set Fact) } deriving newtype (Eq) instance Show FactGroup where show (FactGroup groups) = let showGroup (origin, facts) = unlines [ "For origin: " <> show (Set.toList origin) , "Facts: \n" <> unlines (unpack . renderFact <$> Set.toList facts) ] in unlines $ showGroup <$> Map.toList groups instance Semigroup FactGroup where FactGroup f1 <> FactGroup f2 = FactGroup $ Map.unionWith (<>) f1 f2 instance Monoid FactGroup where mempty = FactGroup mempty keepAuthorized :: FactGroup -> Set Natural -> FactGroup keepAuthorized (FactGroup facts) authorizedOrigins = let isAuthorized k _ = k `Set.isSubsetOf` authorizedOrigins in FactGroup $ Map.filterWithKey isAuthorized facts keepAuthorized' :: Bool -> Natural -> FactGroup -> Set EvalRuleScope -> Natural -> FactGroup keepAuthorized' allowPreviousInAuthorizer blockCount factGroup trustedBlocks currentBlockId = let scope = if null trustedBlocks then Set.singleton OnlyAuthority else trustedBlocks toBlockIds = \case OnlyAuthority -> Set.singleton 0 Previous -> if allowPreviousInAuthorizer || currentBlockId < blockCount then Set.fromList [0..currentBlockId] else mempty -- `Previous` is forbidden in the authorizer -- except when querying the authorizer contents -- after authorization BlockId (idx, _) -> idx allBlockIds = foldMap toBlockIds scope in keepAuthorized factGroup $ Set.insert currentBlockId $ Set.insert blockCount allBlockIds toScopedFacts :: FactGroup -> Set (Scoped Fact) toScopedFacts (FactGroup factGroups) = let distributeScope scope = Set.map (scope,) in foldMap (uncurry distributeScope) $ Map.toList factGroups fromScopedFacts :: Set (Scoped Fact) -> FactGroup fromScopedFacts = FactGroup . Map.fromListWith (<>) . Set.toList . Set.map (fmap Set.singleton) countFacts :: FactGroup -> Int countFacts (FactGroup facts) = sum $ Set.size <$> Map.elems facts -- todo handle Check All checkCheck :: Limits -> Natural -> Natural -> FactGroup -> EvalCheck -> Validation (NonEmpty Check) () checkCheck l blockCount checkBlockId facts c@Check{cQueries,cKind} = let isQueryItemOk = case cKind of One -> isQueryItemSatisfied l blockCount checkBlockId facts All -> isQueryItemSatisfiedForAllMatches l blockCount checkBlockId facts in if any (isJust . isQueryItemOk) cQueries then Success () else failure (toRepresentation c) checkPolicy :: Limits -> Natural -> FactGroup -> EvalPolicy -> Maybe (Either MatchedQuery MatchedQuery) checkPolicy l blockCount facts (pType, query) = let bindings = fold $ mapMaybe (isQueryItemSatisfied l blockCount blockCount facts) query in if not (null bindings) then Just $ case pType of Allow -> Right $ MatchedQuery{matchedQuery = toRepresentation <$> query, bindings} Deny -> Left $ MatchedQuery{matchedQuery = toRepresentation <$> query, bindings} else Nothing isQueryItemSatisfied :: Limits -> Natural -> Natural -> FactGroup -> QueryItem' 'Eval 'Representation -> Maybe (Set Bindings) isQueryItemSatisfied l blockCount blockId allFacts QueryItem{qBody, qExpressions, qScope} = let removeScope = Set.map snd facts = toScopedFacts $ keepAuthorized' False blockCount allFacts qScope blockId bindings = removeScope $ getBindingsForRuleBody l facts qBody qExpressions in if Set.size bindings > 0 then Just bindings else Nothing -- | Given a set of scoped facts and a rule body, we generate a set of variable -- bindings that satisfy the rule clauses (predicates match, and expression constraints -- are fulfilled), and ensure that all bindings where predicates match also fulfill -- expression constraints. This is the behaviour of `check all`. isQueryItemSatisfiedForAllMatches :: Limits -> Natural -> Natural -> FactGroup -> QueryItem' 'Eval 'Representation -> Maybe (Set Bindings) isQueryItemSatisfiedForAllMatches l blockCount blockId allFacts QueryItem{qBody, qExpressions, qScope} = let removeScope = Set.map snd facts = toScopedFacts $ keepAuthorized' False blockCount allFacts qScope blockId allVariables = extractVariables qBody -- bindings that match facts candidateBindings = getCandidateBindings facts qBody -- bindings that unify correctly (each variable has a single possible match) legalBindingsForFacts = reduceCandidateBindings allVariables candidateBindings -- bindings that fulfill the constraints constraintFulfillingBindings = Set.filter (\b -> all (satisfies l b) qExpressions) legalBindingsForFacts in if Set.size constraintFulfillingBindings > 0 -- there is at least one match that fulfills the constraints && constraintFulfillingBindings == legalBindingsForFacts -- all matches fulfill the constraints then Just $ removeScope constraintFulfillingBindings else Nothing -- | Given a rule and a set of available (scoped) facts, we find all fact -- combinations that match the rule body, and generate new facts by applying -- the bindings to the rule head (while keeping track of the facts origins) getFactsForRule :: Limits -> Set (Scoped Fact) -> EvalRule -> Set (Scoped Fact) getFactsForRule l facts Rule{rhead, body, expressions} = let legalBindings :: Set (Scoped Bindings) legalBindings = getBindingsForRuleBody l facts body expressions newFacts = mapMaybe (applyBindings rhead) $ Set.toList legalBindings in Set.fromList newFacts -- | Given a set of scoped facts and a rule body, we generate a set of variable -- bindings that satisfy the rule clauses (predicates match, and expression constraints -- are fulfilled) getBindingsForRuleBody :: Limits -> Set (Scoped Fact) -> [Predicate] -> [Expression] -> Set (Scoped Bindings) getBindingsForRuleBody l facts body expressions = let -- gather bindings from all the facts that match the query's predicates candidateBindings = getCandidateBindings facts body allVariables = extractVariables body -- only keep bindings combinations where each variable has a single possible match legalBindingsForFacts = reduceCandidateBindings allVariables candidateBindings -- only keep bindings that satisfy the query expressions in Set.filter (\b -> all (satisfies l b) expressions) legalBindingsForFacts satisfies :: Limits -> Scoped Bindings -> Expression -> Bool satisfies l b e = evaluateExpression l (snd b) e == Right (LBool True) applyBindings :: Predicate -> Scoped Bindings -> Maybe (Scoped Fact) applyBindings p@Predicate{terms} (origins, bindings) = let newTerms = traverse replaceTerm terms replaceTerm :: Term -> Maybe Value replaceTerm (Variable n) = Map.lookup n bindings replaceTerm (LInteger t) = Just $ LInteger t replaceTerm (LString t) = Just $ LString t replaceTerm (LDate t) = Just $ LDate t replaceTerm (LBytes t) = Just $ LBytes t replaceTerm (LBool t) = Just $ LBool t replaceTerm (TermSet t) = Just $ TermSet t replaceTerm (Antiquote t) = absurd t in (\nt -> (origins, p { terms = nt})) <$> newTerms -- | Given a list of possible matches for each predicate, -- give all the combinations of one match per predicate, -- keeping track of the origin of each match getCombinations :: [[Scoped Bindings]] -> [Scoped [Bindings]] getCombinations = getCompose . traverse Compose -- | merge a list of bindings, only keeping variables where -- bindings are consistent mergeBindings :: [Bindings] -> Bindings mergeBindings = -- group all the values unified with each variable let combinations :: [Bindings] -> Map Name (NonEmpty Value) combinations = Map.unionsWith (<>) . fmap (fmap pure) sameValues = fmap NE.head . mfilter ((== 1) . length) . Just . NE.nub -- only keep consistent matches, where each variable takes a single value keepConsistent = Map.mapMaybe sameValues in keepConsistent . combinations -- | given a set of bindings for each predicate of a query, -- only keep combinations where every variable matches exactly -- one value. This rejects both inconsitent bindings (where the -- same variable reduceCandidateBindings :: Set Name -> [Set (Scoped Bindings)] -> Set (Scoped Bindings) reduceCandidateBindings allVariables matches = let allCombinations :: [(Set Natural, [Bindings])] allCombinations = getCombinations $ Set.toList <$> matches isComplete :: Scoped Bindings -> Bool isComplete = (== allVariables) . Set.fromList . Map.keys . snd in Set.fromList $ filter isComplete $ fmap mergeBindings <$> allCombinations -- | Given a set of facts and a series of predicates, return, for each fact, -- a set of bindings corresponding to matched facts getCandidateBindings :: Set (Scoped Fact) -> [Predicate] -> [Set (Scoped Bindings)] getCandidateBindings facts predicates = let mapMaybeS :: (Ord a, Ord b) => (a -> Maybe b) -> Set a -> Set b mapMaybeS f = foldMap (foldMap Set.singleton . f) keepFacts :: Predicate -> Set (Scoped Bindings) keepFacts p = mapMaybeS (factMatchesPredicate p) facts in keepFacts <$> predicates isSame :: Term -> Value -> Bool isSame (LInteger t) (LInteger t') = t == t' isSame (LString t) (LString t') = t == t' isSame (LDate t) (LDate t') = t == t' isSame (LBytes t) (LBytes t') = t == t' isSame (LBool t) (LBool t') = t == t' isSame (TermSet t) (TermSet t') = t == t' isSame _ _ = False -- | Given a predicate and a fact, try to match the fact to the predicate, -- and, in case of success, return the corresponding bindings factMatchesPredicate :: Predicate -> Scoped Fact -> Maybe (Scoped Bindings) factMatchesPredicate Predicate{name = predicateName, terms = predicateTerms } ( factOrigins , Predicate{name = factName, terms = factTerms } ) = let namesMatch = predicateName == factName lengthsMatch = length predicateTerms == length factTerms allMatches = zipWithM compatibleMatch predicateTerms factTerms -- given a term and a value, generate (possibly empty) bindings if -- they can be unified: -- - if the term is a variable, then it can be unified with the value, -- generating a new binding pair -- - if the term is equal to the value then it can be unified, but no bindings -- are generated -- - if the term is a different value, then they can't be unified compatibleMatch :: Term -> Value -> Maybe Bindings compatibleMatch (Variable vname) value = Just (Map.singleton vname value) compatibleMatch t t' | isSame t t' = Just mempty | otherwise = Nothing in if namesMatch && lengthsMatch then (factOrigins,) . mergeBindings <$> allMatches else Nothing applyVariable :: Bindings -> Term -> Either String Value applyVariable bindings = \case Variable n -> maybeToRight "Unbound variable" $ bindings !? n LInteger t -> Right $ LInteger t LString t -> Right $ LString t LDate t -> Right $ LDate t LBytes t -> Right $ LBytes t LBool t -> Right $ LBool t TermSet t -> Right $ TermSet t Antiquote v -> absurd v evalUnary :: Unary -> Value -> Either String Value evalUnary Parens t = pure t evalUnary Negate (LBool b) = pure (LBool $ not b) evalUnary Negate _ = Left "Only booleans support negation" evalUnary Length (LString t) = pure . LInteger $ Text.length t evalUnary Length (LBytes bs) = pure . LInteger $ ByteString.length bs evalUnary Length (TermSet s) = pure . LInteger $ Set.size s evalUnary Length _ = Left "Only strings, bytes and sets support `.length()`" evalBinary :: Limits -> Binary -> Value -> Value -> Either String Value -- eq / ord operations evalBinary _ Equal (LInteger i) (LInteger i') = pure $ LBool (i == i') evalBinary _ Equal (LString t) (LString t') = pure $ LBool (t == t') evalBinary _ Equal (LDate t) (LDate t') = pure $ LBool (t == t') evalBinary _ Equal (LBytes t) (LBytes t') = pure $ LBool (t == t') evalBinary _ Equal (LBool t) (LBool t') = pure $ LBool (t == t') evalBinary _ Equal (TermSet t) (TermSet t') = pure $ LBool (t == t') evalBinary _ Equal _ _ = Left "Equality mismatch" evalBinary _ LessThan (LInteger i) (LInteger i') = pure $ LBool (i < i') evalBinary _ LessThan (LDate t) (LDate t') = pure $ LBool (t < t') evalBinary _ LessThan _ _ = Left "< mismatch" evalBinary _ GreaterThan (LInteger i) (LInteger i') = pure $ LBool (i > i') evalBinary _ GreaterThan (LDate t) (LDate t') = pure $ LBool (t > t') evalBinary _ GreaterThan _ _ = Left "> mismatch" evalBinary _ LessOrEqual (LInteger i) (LInteger i') = pure $ LBool (i <= i') evalBinary _ LessOrEqual (LDate t) (LDate t') = pure $ LBool (t <= t') evalBinary _ LessOrEqual _ _ = Left "<= mismatch" evalBinary _ GreaterOrEqual (LInteger i) (LInteger i') = pure $ LBool (i >= i') evalBinary _ GreaterOrEqual (LDate t) (LDate t') = pure $ LBool (t >= t') evalBinary _ GreaterOrEqual _ _ = Left ">= mismatch" -- string-related operations evalBinary _ Prefix (LString t) (LString t') = pure $ LBool (t' `Text.isPrefixOf` t) evalBinary _ Prefix _ _ = Left "Only strings support `.starts_with()`" evalBinary _ Suffix (LString t) (LString t') = pure $ LBool (t' `Text.isSuffixOf` t) evalBinary _ Suffix _ _ = Left "Only strings support `.ends_with()`" evalBinary Limits{allowRegexes} Regex (LString t) (LString r) | allowRegexes = regexMatch t r | otherwise = Left "Regex evaluation is disabled" evalBinary _ Regex _ _ = Left "Only strings support `.matches()`" -- num operations evalBinary _ Add (LInteger i) (LInteger i') = pure $ LInteger (i + i') evalBinary _ Add (LString t) (LString t') = pure $ LString (t <> t') evalBinary _ Add _ _ = Left "Only integers and strings support addition" evalBinary _ Sub (LInteger i) (LInteger i') = pure $ LInteger (i - i') evalBinary _ Sub _ _ = Left "Only integers support subtraction" evalBinary _ Mul (LInteger i) (LInteger i') = pure $ LInteger (i * i') evalBinary _ Mul _ _ = Left "Only integers support multiplication" evalBinary _ Div (LInteger _) (LInteger 0) = Left "Divide by 0" evalBinary _ Div (LInteger i) (LInteger i') = pure $ LInteger (i `div` i') evalBinary _ Div _ _ = Left "Only integers support division" -- bitwise operations evalBinary _ BitwiseAnd (LInteger i) (LInteger i') = pure $ LInteger (i .&. i') evalBinary _ BitwiseAnd _ _ = Left "Only integers support bitwise and" evalBinary _ BitwiseOr (LInteger i) (LInteger i') = pure $ LInteger (i .|. i') evalBinary _ BitwiseOr _ _ = Left "Only integers support bitwise or" evalBinary _ BitwiseXor (LInteger i) (LInteger i') = pure $ LInteger (i `xor` i') evalBinary _ BitwiseXor _ _ = Left "Only integers support bitwise xor" -- boolean operations evalBinary _ And (LBool b) (LBool b') = pure $ LBool (b && b') evalBinary _ And _ _ = Left "Only booleans support &&" evalBinary _ Or (LBool b) (LBool b') = pure $ LBool (b || b') evalBinary _ Or _ _ = Left "Only booleans support ||" -- set operations evalBinary _ Contains (TermSet t) (TermSet t') = pure $ LBool (Set.isSubsetOf t' t) evalBinary _ Contains (TermSet t) t' = case valueToSetTerm t' of Just t'' -> pure $ LBool (Set.member t'' t) Nothing -> Left "Sets cannot contain nested sets nor variables" evalBinary _ Contains (LString t) (LString t') = pure $ LBool (t' `isInfixOf` t) evalBinary _ Contains _ _ = Left "Only sets and strings support `.contains()`" evalBinary _ Intersection (TermSet t) (TermSet t') = pure $ TermSet (Set.intersection t t') evalBinary _ Intersection _ _ = Left "Only sets support `.intersection()`" evalBinary _ Union (TermSet t) (TermSet t') = pure $ TermSet (Set.union t t') evalBinary _ Union _ _ = Left "Only sets support `.union()`" regexMatch :: Text -> Text -> Either String Value regexMatch text regexT = do regex <- Regex.compile Regex.defaultCompOpt Regex.defaultExecOpt regexT result <- Regex.execute regex text pure . LBool $ isJust result -- | Given bindings for variables, reduce an expression to a single -- datalog value evaluateExpression :: Limits -> Bindings -> Expression -> Either String Value evaluateExpression l b = \case EValue term -> applyVariable b term EUnary op e' -> evalUnary op =<< evaluateExpression l b e' EBinary op e' e'' -> uncurry (evalBinary l op) =<< join bitraverse (evaluateExpression l b) (e', e'')