-- | -- Copyright : (c) Sam Truzjan 2013 -- (c) Joe Crayne 2017 -- License : BSD3 -- Maintainer : pxqr.sta@gmail.com -- Stability : experimental -- Portability : portable -- -- Every node maintains a routing table of known good nodes. The -- nodes in the routing table are used as starting points for -- queries in the DHT. Nodes from the routing table are returned in -- response to queries from other nodes. -- -- For more info see: -- -- {-# LANGUAGE CPP #-} {-# LANGUAGE RecordWildCards #-} {-# LANGUAGE BangPatterns #-} {-# LANGUAGE RankNTypes #-} {-# LANGUAGE ViewPatterns #-} {-# LANGUAGE TypeOperators #-} {-# LANGUAGE DeriveGeneric #-} {-# LANGUAGE DeriveFunctor #-} {-# LANGUAGE GADTs #-} {-# LANGUAGE ScopedTypeVariables #-} {-# LANGUAGE TupleSections #-} {-# LANGUAGE StandaloneDeriving, FlexibleContexts, MultiParamTypeClasses, FlexibleInstances #-} {-# OPTIONS_GHC -fno-warn-orphans #-} module Network.Kademlia.Routing {- ( -- * BucketList BucketList , Info(..) -- * Attributes , BucketCount , defaultBucketCount , BucketSize , defaultBucketSize , NodeCount -- * Query , Network.Kademlia.Routing.null , Network.Kademlia.Routing.full , thisId , shape , Network.Kademlia.Routing.size , Network.Kademlia.Routing.depth , compatibleNodeId -- * Lookup , K , defaultK , TableKey (..) , kclosest -- * Construction , Network.Kademlia.Routing.nullTable , Event(..) , CheckPing(..) , Network.Kademlia.Routing.insert -- * Conversion , Network.Kademlia.Routing.TableEntry , Network.Kademlia.Routing.toList -- * Routing , Timestamp , getTimestamp ) -} where import Control.Applicative as A import Control.Arrow import Control.Monad import Data.Function import Data.Functor.Contravariant import Data.Functor.Identity import Data.List as L hiding (insert) import Data.Maybe import Data.Monoid import Data.Wrapper.PSQ as PSQ import Data.Serialize as S hiding (Result, Done) import qualified Data.Sequence as Seq import Data.Time import Data.Time.Clock.POSIX import Data.Word import GHC.Generics import Text.PrettyPrint as PP hiding ((<>)) import Text.PrettyPrint.HughesPJClass (pPrint,Pretty) import qualified Data.ByteString as BS import Data.Bits import Data.Ord import Data.Reflection import Network.Address import Data.Typeable import Data.Coerce import Data.Hashable -- | Last time the node was responding to our queries. -- -- Not all nodes that we learn about are equal. Some are \"good\" and -- some are not. Many nodes using the DHT are able to send queries -- and receive responses, but are not able to respond to queries -- from other nodes. It is important that each node's routing table -- must contain only known good nodes. A good node is a node has -- responded to one of our queries within the last 15 minutes. A -- node is also good if it has ever responded to one of our queries -- and has sent us a query within the last 15 minutes. After 15 -- minutes of inactivity, a node becomes questionable. Nodes become -- bad when they fail to respond to multiple queries in a row. Nodes -- that we know are good are given priority over nodes with unknown -- status. -- type Timestamp = POSIXTime getTimestamp :: IO Timestamp getTimestamp = do utcTime <- getCurrentTime return $ utcTimeToPOSIXSeconds utcTime {----------------------------------------------------------------------- Bucket -----------------------------------------------------------------------} -- -- When a k-bucket is full and a new node is discovered for that -- k-bucket, the least recently seen node in the k-bucket is -- PINGed. If the node is found to be still alive, the new node is -- place in a secondary list, a replacement cache. The replacement -- cache is used only if a node in the k-bucket stops responding. In -- other words: new nodes are used only when older nodes disappear. -- | Timestamp - last time this node is pinged. type NodeEntry ni = Binding ni Timestamp -- | Maximum number of 'NodeInfo's stored in a bucket. Most clients -- use this value. defaultBucketSize :: Int defaultBucketSize = 8 data QueueMethods m elem fifo = QueueMethods { pushBack :: elem -> fifo -> m fifo , popFront :: fifo -> m (Maybe elem, fifo) , emptyQueue :: m fifo } {- fromQ :: Functor m => ( a -> b ) -> ( b -> a ) -> QueueMethods m elem a -> QueueMethods m elem b fromQ embed project QueueMethods{..} = QueueMethods { pushBack = \e -> fmap embed . pushBack e . project , popFront = fmap (second embed) . popFront . project , emptyQueue = fmap embed emptyQueue } -} seqQ :: QueueMethods Identity ni (Seq.Seq ni) seqQ = QueueMethods { pushBack = \e fifo -> pure (fifo Seq.|> e) , popFront = \fifo -> case Seq.viewl fifo of e Seq.:< fifo' -> pure (Just e, fifo') Seq.EmptyL -> pure (Nothing, Seq.empty) , emptyQueue = pure Seq.empty } type BucketQueue ni = Seq.Seq ni bucketQ :: QueueMethods Identity ni (BucketQueue ni) bucketQ = seqQ data Compare a = Compare (a -> a -> Ordering) (Int -> a -> Int) contramapC :: (b -> a) -> Compare a -> Compare b contramapC f (Compare cmp hsh) = Compare (\a b -> cmp (f a) (f b)) (\s x -> hsh s (f x)) newtype Ordered' s a = Ordered a deriving (Show) -- | Hack to avoid UndecidableInstances newtype Shrink a = Shrink a deriving (Show) type Ordered s a = Ordered' s (Shrink a) instance Reifies s (Compare a) => Eq (Ordered' s (Shrink a)) where a == b = (compare a b == EQ) instance Reifies s (Compare a) => Ord (Ordered' s (Shrink a)) where compare a b = cmp (coerce a) (coerce b) where Compare cmp _ = reflect (Proxy :: Proxy s) instance Reifies s (Compare a) => Hashable (Ordered' s (Shrink a)) where hashWithSalt salt x = hash salt (coerce x) where Compare _ hash = reflect (Proxy :: Proxy s) -- | Bucket is also limited in its length — thus it's called k-bucket. -- When bucket becomes full, we should split it in two lists by -- current span bit. Span bit is defined by depth in the routing -- table tree. Size of the bucket should be choosen such that it's -- very unlikely that all nodes in bucket fail within an hour of -- each other. data Bucket s ni = Bucket { bktNodes :: !(PSQ (Ordered s ni) Timestamp) -- current routing nodes , bktQ :: !(BucketQueue (Timestamp,ni)) -- replacements pending time-outs } deriving (Generic) #define CAN_SHOW_BUCKET 0 #if CAN_SHOW_BUCKET deriving instance Show ni => Show (Bucket s ni) #endif bucketCompare :: forall p ni s. Reifies s (Compare ni) => p (Bucket s ni) -> Compare ni bucketCompare _ = reflect (Proxy :: Proxy s) mapBucket :: ( Reifies s (Compare a) , Reifies t (Compare ni) ) => (a -> ni) -> Bucket s a -> Bucket t ni mapBucket f (Bucket ns q) = Bucket (PSQ.fromList $ map (\(ni :-> tm) -> (f' ni :-> tm)) $ PSQ.toList ns) (fmap (second f) q) where f' = coerce . f . coerce #if 0 {- getGenericNode :: ( Serialize (NodeId) , Serialize ip , Serialize u ) => Get (NodeInfo) getGenericNode = do nid <- get naddr <- get u <- get return NodeInfo { nodeId = nid , nodeAddr = naddr , nodeAnnotation = u } putGenericNode :: ( Serialize (NodeId) , Serialize ip , Serialize u ) => NodeInfo -> Put putGenericNode (NodeInfo nid naddr u) = do put nid put naddr put u instance (Eq ip, Ord (NodeId), Serialize (NodeId), Serialize ip, Serialize u) => Serialize (Bucket) where get = Bucket . psqFromPairList <$> getListOf ( (,) <$> getGenericNode <*> get ) <*> pure (runIdentity $ emptyQueue bucketQ) put = putListOf (\(ni,stamp) -> putGenericNode ni >> put stamp) . psqToPairList . bktNodes -} #endif psqFromPairList :: (Ord p, PSQKey k) => [(k, p)] -> PSQ k p psqFromPairList xs = PSQ.fromList $ map (\(a,b) -> a :-> b) xs psqToPairList :: ( PSQKey t, Ord t1 ) => PSQ t t1 -> [(t, t1)] psqToPairList psq = map (\(a :-> b) -> (a,b)) $ PSQ.toList psq -- | Update interval, in seconds. delta :: NominalDiffTime delta = 15 * 60 -- | Should maintain a set of stable long running nodes. -- -- Note: pings are triggerd only when a bucket is full. updateBucketForInbound :: ( Coercible t1 t , Alternative f , Reifies s (Compare t1) ) => NominalDiffTime -> t1 -> Bucket s t1 -> f ([t], Bucket s t1) updateBucketForInbound curTime info bucket -- Just update timestamp if a node is already in bucket. -- -- Note PingResult events should only occur for nodes we requested a ping for, -- and those will always already be in the routing queue and will get their -- timestamp updated here, since 'TryInsert' is called on every inbound packet, -- including ping results. | already_have = pure ( [], map_ns $ PSQ.insertWith max (coerce info) curTime ) -- bucket is good, but not full => we can insert a new node | PSQ.size (bktNodes bucket) < defaultBucketSize = pure ( [], map_ns $ PSQ.insert (coerce info) curTime ) -- If there are any questionable nodes in the bucket have not been -- seen in the last 15 minutes, the least recently seen node is -- pinged. If any nodes in the bucket are known to have become bad, -- then one is replaced by the new node in the next insertBucket -- iteration. | not (L.null stales) = pure ( stales , bucket { -- Update timestamps so that we don't redundantly ping. bktNodes = updateStamps curTime (coerce stales) $ bktNodes bucket -- Update queue with the pending NodeInfo in case of ping fail. , bktQ = runIdentity $ pushBack bucketQ (curTime,info) $ bktQ bucket } ) -- When the bucket is full of good nodes, the new node is simply discarded. -- We must return 'A.empty' here to ensure that bucket splitting happens -- inside 'modifyBucket'. | otherwise = A.empty where -- We (take 1) to keep a 1-to-1 correspondence between pending pings and -- waiting nodes in the bktQ. This way, we don't have to worry about what -- to do with failed pings for which there is no ready replacements. stales = -- One stale: do (n :-> t) <- maybeToList $ PSQ.findMin (bktNodes bucket) guard (t < curTime - delta) return $ coerce n -- All stale: -- map key \$ PSQ.atMost (curTime - delta) $ bktNodes bucket already_have = maybe False (const True) $ PSQ.lookup (coerce info) (bktNodes bucket) map_ns f = bucket { bktNodes = f (bktNodes bucket) } -- map_q f = bucket { bktQ = runIdentity \$ f (bktQ bucket) } updateBucketForPingResult :: (Applicative f, Reifies s (Compare a)) => a -> Bool -> Bucket s a -> f ([(a, Maybe (Timestamp, a))], Bucket s a) updateBucketForPingResult bad_node got_response bucket = pure ( map (,Nothing) forgotten ++ map (second Just) replacements , Bucket (foldr replace (bktNodes bucket) replacements) popped ) where (top, popped) = runIdentity $ popFront bucketQ (bktQ bucket) -- Dropped from accepted, replaced by pending. replacements | got_response = [] -- Timestamp was already updated by TryInsert. | Just info <- top = do -- Insert only if there's a removal. _ <- maybeToList $ PSQ.lookup (coerce bad_node) (bktNodes bucket) return (bad_node, info) | otherwise = [] -- Dropped from the pending queue without replacing. forgotten | got_response = maybeToList $ fmap snd top | otherwise = [] replace (bad_node, (tm, info)) = PSQ.insert (coerce info) tm . PSQ.delete (coerce bad_node) updateStamps :: PSQKey ni => Timestamp -> [ni] -> PSQ ni Timestamp -> PSQ ni Timestamp updateStamps curTime stales nodes = foldl' (\q n -> PSQ.insert n curTime q) nodes stales type BitIx = Word partitionQ :: Monad f => QueueMethods f elem b -> (elem -> Bool) -> b -> f (b, b) partitionQ imp test q0 = do pass0 <- emptyQueue imp fail0 <- emptyQueue imp let flipfix a b f = fix f a b flipfix q0 (pass0,fail0) $ \rec q qs -> do (mb,q') <- popFront imp q case mb of Nothing -> return qs Just e -> do qs' <- select (pushBack imp e) qs rec q' qs' where select :: Functor f => (b -> f b) -> (b, b) -> f (b, b) select f = if test e then \(a,b) -> flip (,) b <$> f a else \(a,b) -> (,) a <$> f b split :: -- ( Eq ip , Ord (NodeId) , FiniteBits (NodeId)) => forall ni s. ( Reifies s (Compare ni) ) => (ni -> Word -> Bool) -> BitIx -> Bucket s ni -> (Bucket s ni, Bucket s ni) split testNodeIdBit i b = (Bucket ns qs, Bucket ms rs) where (ns,ms) = (PSQ.fromList *** PSQ.fromList) . partition (spanBit . coerce . key) . PSQ.toList $ bktNodes b (qs,rs) = runIdentity $ partitionQ bucketQ (spanBit . snd) $ bktQ b spanBit :: ni -> Bool spanBit entry = testNodeIdBit entry i {----------------------------------------------------------------------- -- BucketList -----------------------------------------------------------------------} defaultBucketCount :: Int defaultBucketCount = 20 defaultMaxBucketCount :: Word defaultMaxBucketCount = 24 data Info ni nid = Info { myBuckets :: BucketList ni , myNodeId :: nid , myAddress :: SockAddr } deriving Generic deriving instance (Eq ni, Eq nid) => Eq (Info ni nid) deriving instance (Show ni, Show nid) => Show (Info ni nid) -- instance (Eq ip, Serialize ip) => Serialize (Info ip) -- | The routing table covers the entire 'NodeId' space from 0 to 2 ^ -- 160. The routing table is subdivided into 'Bucket's that each cover -- a portion of the space. An empty table has one bucket with an ID -- space range of @min = 0, max = 2 ^ 160@. When a node with ID \"N\" -- is inserted into the table, it is placed within the bucket that has -- @min <= N < max@. An empty table has only one bucket so any node -- must fit within it. Each bucket can only hold 'K' nodes, currently -- eight, before becoming 'Full'. When a bucket is full of known good -- nodes, no more nodes may be added unless our own 'NodeId' falls -- within the range of the 'Bucket'. In that case, the bucket is -- replaced by two new buckets each with half the range of the old -- bucket and the nodes from the old bucket are distributed among the -- two new ones. For a new table with only one bucket, the full bucket -- is always split into two new buckets covering the ranges @0..2 ^ -- 159@ and @2 ^ 159..2 ^ 160@. -- data BucketList ni = forall s. Reifies s (Compare ni) => BucketList { thisNode :: !ni -- | Non-empty list of buckets. , buckets :: [Bucket s ni] } mapTable :: (b -> t) -> (t -> b) -> BucketList t -> BucketList b mapTable g f tbl@(BucketList self bkts) = reify (contramapC g $ bucketCompare bkts) $ \p -> BucketList { thisNode = f self , buckets = map (resolve p . mapBucket f) bkts } where resolve :: Proxy s -> Bucket s ni -> Bucket s ni resolve = const id instance (Eq ni) => Eq (BucketList ni) where (==) = (==) `on` Network.Kademlia.Routing.toList #if 0 instance Serialize NominalDiffTime where put = putWord32be . fromIntegral . fromEnum get = (toEnum . fromIntegral) <$> getWord32be #endif #if CAN_SHOW_BUCKET deriving instance (Show ni) => Show (BucketList ni) #else instance Show ni => Show (BucketList ni) where showsPrec d (BucketList self bkts) = mappend "BucketList " . showsPrec (d+1) self . mappend " (fromList " . showsPrec (d+1) (L.map (L.map tableEntry . PSQ.toList . bktNodes) $ bkts) . mappend ") " #endif #if 0 -- | Normally, routing table should be saved between invocations of -- the client software. Note that you don't need to store /this/ -- 'NodeId' since it is already included in routing table. instance (Eq ip, Serialize ip, Ord (NodeId), Serialize (NodeId), Serialize u) => Serialize (BucketList) #endif -- | Shape of the table. instance Pretty (BucketList ni) where pPrint t | bucketCount < 6 = hcat $ punctuate ", " $ L.map PP.int ss | otherwise = brackets $ PP.int (L.sum ss) <> " nodes, " <> PP.int bucketCount <> " buckets" where bucketCount = L.length ss ss = shape t -- | Empty table with specified /spine/ node id. -- -- XXX: The comparison function argument is awkward here. nullTable :: (ni -> ni -> Ordering) -> (Int -> ni -> Int) -> ni -> Int -> BucketList ni nullTable cmp hsh ni n = reify (Compare cmp hsh) $ \p -> BucketList ni [Bucket (empty p) (runIdentity $ emptyQueue bucketQ)] where empty :: Reifies s (Compare ni) => Proxy s -> PSQ (Ordered s ni) Timestamp empty = const $ PSQ.empty #if 0 -- | Test if table is empty. In this case DHT should start -- bootstrapping process until table becomes 'full'. null :: BucketList -> Bool null (Tip _ _ b) = PSQ.null $ bktNodes b null _ = False -- | Test if table have maximum number of nodes. No more nodes can be -- 'insert'ed, except old ones becomes bad. full :: BucketList -> Bool full (Tip _ n _) = n == 0 full (Zero t b) = PSQ.size (bktNodes b) == defaultBucketSize && full t full (One b t) = PSQ.size (bktNodes b) == defaultBucketSize && full t -- | Get the /spine/ node id. thisId :: BucketList -> NodeId thisId (Tip nid _ _) = nid thisId (Zero table _) = thisId table thisId (One _ table) = thisId table -- | Number of nodes in a bucket or a table. type NodeCount = Int #endif -- | Internally, routing table is similar to list of buckets or a -- /matrix/ of nodes. This function returns the shape of the matrix. shape :: BucketList ni -> [Int] shape (BucketList _ tbl) = map (PSQ.size . bktNodes) tbl #if 0 -- | Get number of nodes in the table. size :: BucketList -> NodeCount size = L.sum . shape -- | Get number of buckets in the table. depth :: BucketList -> BucketCount depth = L.length . shape #endif lookupBucket :: forall ni nid x. ( -- FiniteBits nid Ord nid ) => KademliaSpace nid ni -> nid -> (forall s. Reifies s (Compare ni) => [Bucket s ni] -> x) -> BucketList ni -> x lookupBucket space nid kont (BucketList self bkts) = kont $ go 0 [] bkts where d = kademliaXor space nid (kademliaLocation space self) go :: Word -> [Bucket s ni] -> [Bucket s ni] -> [Bucket s ni] go i bs (bucket : buckets) | kademliaTestBit space d i = bucket : buckets ++ bs | otherwise = go (succ i) (bucket:bs) buckets go _ bs [] = bs bucketNumber :: forall ni nid. KademliaSpace nid ni -> nid -> BucketList ni -> Int bucketNumber space nid (BucketList self bkts) = fromIntegral $ go 0 bkts where d = kademliaXor space nid (kademliaLocation space self) go :: Word -> [Bucket s ni] -> Word go i (bucket : buckets) | kademliaTestBit space d i = i | otherwise = go (succ i) buckets go i [] = i compatibleNodeId :: forall ni nid. ( Serialize nid, FiniteBits nid) => (ni -> nid) -> BucketList ni -> IO nid compatibleNodeId nodeId tbl = genBucketSample prefix br where br = bucketRange (L.length (shape tbl) - 1) True nodeIdSize = finiteBitSize (undefined :: nid) `div` 8 bs = BS.pack $ take nodeIdSize $ tablePrefix (testIdBit . nodeId) tbl ++ repeat 0 prefix = either error id $ S.decode bs tablePrefix :: (ni -> Word -> Bool) -> BucketList ni -> [Word8] tablePrefix testbit = map (packByte . take 8 . (++repeat False)) . chunksOf 8 . tableBits testbit where packByte = foldl1' (.|.) . zipWith bitmask [7,6 .. 0] bitmask ix True = bit ix bitmask _ _ = 0 tableBits :: (ni -> Word -> Bool) -> BucketList ni -> [Bool] tableBits testbit (BucketList self bkts) = zipWith const (map (testbit self) [0..]) bkts selfNode :: BucketList ni -> ni selfNode (BucketList self _) = self chunksOf :: Int -> [e] -> [[e]] chunksOf i ls = map (take i) (build (splitter ls)) where splitter :: [e] -> ([e] -> a -> a) -> a -> a splitter [] _ n = n splitter l c n = l `c` splitter (drop i l) c n build :: ((a -> [a] -> [a]) -> [a] -> [a]) -> [a] build g = g (:) [] -- | Count of closest nodes in find_node reply. type K = Int -- | Default 'K' is equal to 'defaultBucketSize'. defaultK :: K defaultK = 8 #if 0 class TableKey dht k where toNodeId :: k -> NodeId instance TableKey dht (NodeId) where toNodeId = id #endif -- | In Kademlia, the distance metric is XOR and the result is -- interpreted as an unsigned integer. newtype NodeDistance nodeid = NodeDistance nodeid deriving (Eq, Ord) -- | distance(A,B) = |A xor B| Smaller values are closer. distance :: Bits nid => nid -> nid -> NodeDistance nid distance a b = NodeDistance $ xor a b -- | Order by closeness: nearest nodes first. rank :: ( Ord nid ) => KademliaSpace nid ni -> nid -> [ni] -> [ni] rank space nid = L.sortBy (comparing (kademliaXor space nid . kademliaLocation space)) -- | Get a list of /K/ closest nodes using XOR metric. Used in -- 'find_node' and 'get_peers' queries. kclosest :: ( -- FiniteBits nid Ord nid ) => KademliaSpace nid ni -> Int -> nid -> BucketList ni -> [ni] kclosest space k nid tbl = take k $ rank space nid (L.concat bucket) ++ rank space nid (L.concat everyone) where (bucket,everyone) = L.splitAt 1 . lookupBucket space nid (L.map (coerce . L.map PSQ.key . PSQ.toList . bktNodes)) $ tbl {----------------------------------------------------------------------- -- Routing -----------------------------------------------------------------------} splitTip :: -- ( Eq ip , Ord (NodeId) , FiniteBits (NodeId)) => ( Reifies s (Compare ni) ) => (ni -> Word -> Bool) -> ni -> BitIx -> Bucket s ni -> [ Bucket s ni ] splitTip testNodeBit ni i bucket | testNodeBit ni i = [zeros , ones ] | otherwise = [ones , zeros ] where (ones, zeros) = split testNodeBit i bucket -- | Used in each query. -- -- TODO: Kademlia non-empty subtrees should should split if they have less than -- k nodes in them. Which subtrees I mean is illustrated in Fig 1. of Kademlia -- paper. The rule requiring additional splits is in section 2.4. modifyBucket :: -- ( Eq ip , Ord (NodeId) , FiniteBits (NodeId)) => forall ni nid xs. KademliaSpace nid ni -> nid -> (forall s. Reifies s (Compare ni) => Bucket s ni -> Maybe (xs, Bucket s ni)) -> BucketList ni -> Maybe (xs,BucketList ni) modifyBucket space nid f (BucketList self bkts) = second (BucketList self) <$> go (0 :: BitIx) bkts where d = kademliaXor space nid (kademliaLocation space self) -- go :: BitIx -> [Bucket s ni] -> Maybe (xs, [Bucket s ni]) go !i (bucket : buckets@(_:_)) | kademliaTestBit space d i = second (: buckets) <$> f bucket | otherwise = second (bucket :) <$> go (succ i) buckets go !i [bucket] = second (: []) <$> f bucket <|> gosplit where gosplit | i < defaultMaxBucketCount = go i (splitTip ( kademliaTestBit space . kademliaLocation space ) self i bucket) | otherwise = Nothing -- Limit the number of buckets. bktCount :: BucketList ni -> Int bktCount (BucketList _ bkts) = L.length bkts -- | Triggering event for atomic table update data Event ni = TryInsert { foreignNode :: ni } | PingResult { foreignNode :: ni , ponged :: Bool } #if 0 deriving instance Eq (NodeId) => Eq (Event) deriving instance ( Show ip , Show (NodeId) , Show u ) => Show (Event) #endif eventId :: (ni -> nid) -> Event ni -> nid eventId nodeId (TryInsert ni) = nodeId ni eventId nodeId (PingResult ni _) = nodeId ni -- | Actions requested by atomic table update data CheckPing ni = CheckPing [ni] #if 0 deriving instance Eq (NodeId) => Eq (CheckPing) deriving instance ( Show ip , Show (NodeId) , Show u ) => Show (CheckPing) #endif -- | Call on every inbound packet (including requested ping results). -- Returns a triple (was_inserted, to_ping, tbl') where -- -- [ /was_inserted/ ] True if the node was added to the routing table. -- -- [ /to_ping/ ] A list of nodes to ping and then run 'updateForPingResult'. -- This will be empty if /was_inserted/, but a non-inserted node -- may be added to a replacement queue and will be inserted if -- one of the items in this list time out. -- -- [ /tbl'/ ] The updated routing 'BucketList'. -- updateForInbound :: KademliaSpace nid ni -> Timestamp -> ni -> BucketList ni -> (Bool, [ni], BucketList ni) updateForInbound space tm ni tbl@(BucketList _ bkts) = maybe (False, [],tbl) (\(ps,tbl') -> (True, ps, tbl')) $ modifyBucket space (kademliaLocation space ni) (updateBucketForInbound tm ni) tbl -- | Update the routing table with the results of a ping. -- -- Each (a,(tm,b)) in the returned list indicates that the node /a/ was deleted from the -- routing table and the node /b/, with timestamp /tm/, has taken its place. updateForPingResult :: KademliaSpace nid ni -> ni -- ^ The pinged node. -> Bool -- ^ True if we got a reply, False if it timed out. -> BucketList ni -- ^ The routing table. -> ( [(ni,Maybe (Timestamp, ni))], BucketList ni ) updateForPingResult space ni got_reply tbl = fromMaybe ([],tbl) $ modifyBucket space (kademliaLocation space ni) (updateBucketForPingResult ni got_reply) tbl {----------------------------------------------------------------------- -- Conversion -----------------------------------------------------------------------} type TableEntry ni = (ni, Timestamp) tableEntry :: NodeEntry ni -> TableEntry ni tableEntry (a :-> b) = (a, b) toList :: BucketList ni -> [[TableEntry ni]] toList (BucketList _ bkts) = coerce $ L.map (L.map tableEntry . PSQ.toList . bktNodes) bkts data KademliaSpace nid ni = KademliaSpace { -- | Given a node record (probably including IP address), yields a -- kademlia xor-metric location. kademliaLocation :: ni -> nid -- | Used when comparing locations. This is similar to -- 'Data.Bits.testBit' except that the ordering of bits is reversed, so -- that 0 is the most significant bit. , kademliaTestBit :: nid -> Word -> Bool -- | The Kademlia xor-metric. , kademliaXor :: nid -> nid -> nid , kademliaSample :: forall m. Applicative m => (Int -> m BS.ByteString) -> nid -> (Int,Word8,Word8) -> m nid } instance Contravariant (KademliaSpace nid) where contramap f ks = ks { kademliaLocation = kademliaLocation ks . f }