refactor setting successors and predecessors
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@ -149,9 +149,9 @@ data LocalNodeState = LocalNodeState
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-- ^ EpiChord node cache with expiry times for nodes
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-- ^ EpiChord node cache with expiry times for nodes
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, cacheWriteQueue :: TQueue (NodeCache -> NodeCache)
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, cacheWriteQueue :: TQueue (NodeCache -> NodeCache)
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-- ^ cache updates are not written directly to the 'nodeCache' but queued and
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-- ^ cache updates are not written directly to the 'nodeCache' but queued and
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, successors :: RingMap RemoteNodeState -- could be a set instead as these are ordered as well
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, successors :: [RemoteNodeState] -- could be a set instead as these are ordered as well
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-- ^ successor nodes in ascending order by distance
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-- ^ successor nodes in ascending order by distance
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, predecessors :: RingMap RemoteNodeState
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, predecessors :: [RemoteNodeState]
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-- ^ predecessor nodes in ascending order by distance
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-- ^ predecessor nodes in ascending order by distance
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, kNeighbours :: Int
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, kNeighbours :: Int
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-- ^ desired length of predecessor and successor list
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-- ^ desired length of predecessor and successor list
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@ -231,13 +231,14 @@ instance Typeable a => Show (TVar a) where
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instance Typeable a => Show (TQueue a) where
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instance Typeable a => Show (TQueue a) where
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show x = show (typeOf x)
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show x = show (typeOf x)
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-- | convenience function that updates the successors of a 'LocalNodeState'
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-- | convenience function that updates the successors of a 'LocalNodeState'
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setSuccessors :: [RemoteNodeState] -> LocalNodeState -> LocalNodeState
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setSuccessors :: [RemoteNodeState] -> LocalNodeState -> LocalNodeState
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setSuccessors succ' ns = ns {successors = take (kNeighbours ns) . nub . sortBy (localCompare `on` getNid) . filter ((== LT) . (localCompare `on` getNid) (toRemoteNodeState ns)) $ succ'}
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setSuccessors succs ns = ns {successors = takeRMapSuccessors (getNid ns) (kNeighbours ns) . rMapFromList $ succs}
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-- | convenience function that updates the predecessors of a 'LocalNodeState'
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-- | convenience function that updates the predecessors of a 'LocalNodeState'
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setPredecessors :: [RemoteNodeState] -> LocalNodeState -> LocalNodeState
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setPredecessors :: [RemoteNodeState] -> LocalNodeState -> LocalNodeState
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setPredecessors pred' ns = ns {predecessors = take (kNeighbours ns) . nub . sortBy (flip localCompare `on` getNid) . filter ((== GT) . (localCompare `on` getNid) (toRemoteNodeState ns)) $ pred'}
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setPredecessors preds ns = ns {predecessors = takeRMapPredecessors (getNid ns) (kNeighbours ns) . rMapFromList $ preds}
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-- | Class for all types that can be identified via an EpiChord key.
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-- | Class for all types that can be identified via an EpiChord key.
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-- Used for restricting the types a 'RingMap' can store
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-- Used for restricting the types a 'RingMap' can store
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@ -463,8 +464,8 @@ takeRMapEntries_ getterFunc startAt num rmap = reverse $
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takeEntriesUntil havingReached previousEntry remaining takeAcc
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takeEntriesUntil havingReached previousEntry remaining takeAcc
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| remaining <= 0 = takeAcc
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| remaining <= 0 = takeAcc
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| getKeyID (fromJust $ getterFunc previousEntry rmap) == havingReached = takeAcc
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| getKeyID (fromJust $ getterFunc previousEntry rmap) == havingReached = takeAcc
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| otherwise = let (Just gotEntry) = getterFunc (getKeyID previousEntry) rmap
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| otherwise = let (Just gotEntry) = getterFunc previousEntry rmap
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in takeEntriesUntil (getKeyID havingReached) (getKeyID gotEntry) (remaining-1) (gotEntry:takeAcc)
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in takeEntriesUntil havingReached (getKeyID gotEntry) (remaining-1) (gotEntry:takeAcc)
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takeRMapPredecessors :: (HasKeyID a, Integral i)
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takeRMapPredecessors :: (HasKeyID a, Integral i)
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=> NodeID
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=> NodeID
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