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Grégoire Locqueville
purescript-gargantext
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b4e5b847
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Commit
b4e5b847
authored
Apr 08, 2019
by
Nicolas Pouillard
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Initial untested version of Gargantext.Utils.KarpRabin
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psc-package.json
psc-package.json
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KarpRabin.purs
src/Gargantext/Utils/KarpRabin.purs
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psc-package.json
View file @
b4e5b847
...
...
@@ -3,6 +3,7 @@
"set"
:
"master"
,
"source"
:
"https://github.com/np/package-sets.git"
,
"depends"
:
[
"uint"
,
"js-timers"
,
"psci-support"
,
"css"
,
...
...
src/Gargantext/Utils/KarpRabin.purs
0 → 100644
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b4e5b847
-- |
-- The present module has been ported from Haskell to PureScript
-- by Nicolas Pouillard for the Gargantext projet.
--
-- Original Haskell code:
-- Copyright : (c) 2010 Daniel Fischer
-- Licence : BSD3
-- Maintainer : Daniel Fischer <daniel.is.fischer@googlemail.com>
--
-- Simultaneous search for multiple patterns in a 'String'
-- using the Karp-Rabin algorithm.
--
-- A description of the algorithm for a single pattern can be found at
-- <http://www-igm.univ-mlv.fr/~lecroq/string/node5.html#SECTION0050>.
module Gargantext.Utils.KarpRabin ( -- * Overview
-- $overview
-- ** Caution
-- $caution
-- * Function
indicesOfAny
) where
import Data.Array as A
import Data.Enum (fromEnum)
import Data.Foldable (class Foldable, minimum, foldl)
import Data.Int (quot)
import Data.List as L
import Data.List (List)
import Data.Map as M
import Data.Maybe (Maybe(..), isJust)
import Data.String as S
import Data.String (CodePoint)
import Data.Tuple (Tuple(..))
import Data.UInt (UInt, shl, fromInt)
import Prelude
fromCodePoint :: CodePoint -> UInt
fromCodePoint c = fromInt (fromEnum c)
-- $overview
--
-- The Karp-Rabin algorithm works by calculating a hash of the pattern and
-- comparing that hash with the hash of a slice of the target string with
-- the same length as the pattern. If the hashes are equal, the slice of the
-- target is compared to the pattern byte for byte (since the hash
-- function generally isn't injective).
--
-- For a single pattern, this tends to be more efficient than the naïve
-- algorithm, but it cannot compete with algorithms like
-- Knuth-Morris-Pratt or Boyer-Moore.
--
-- However, the algorithm can be generalised to search for multiple patterns
-- simultaneously. If the shortest pattern has length @k@, hash the prefix of
-- length @k@ of all patterns and compare the hash of the target's slices of
-- length @k@ to them. If there's a match, check whether the slice is part
-- of an occurrence of the corresponding pattern.
--
-- With a hash-function that
--
-- * allows to compute the hash of one slice in constant time from the hash
-- of the previous slice, the new and the dropped character, and
--
-- * produces few spurious matches,
--
-- searching for occurrences of any of @n@ patterns has a best-case complexity
-- of /O/(@targetLength@ * @lookup n@). The worst-case complexity is
-- /O/(@targetLength@ * @lookup n@ * @sum patternLengths@), the average is
-- not much worse than the best case.
--
-- The functions in this module store the hashes of the patterns in an
-- 'Map', so the lookup is /O/(@log n@). Re-hashing is done in constant
-- time and spurious matches of the hashes /should be/ sufficiently rare.
-- The maximal length of the prefixes to be hashed is 32.
-- $caution
--
-- Unfortunately, the constant factors are high, so these functions are slow.
-- Unless the number of patterns to search for is high (larger than 50 at
-- least), repeated search for single patterns using Boyer-Moore or DFA and
-- manual merging of the indices is faster. /Much/ faster for less than 40
-- or so patterns.
--
-- In summary, this module is more of an interesting curiosity than anything
-- else.
-- | @'indicesOfAny'@ finds all occurrences of any of several non-empty patterns
-- in a strict target string. If no non-empty patterns are given,
-- the result is an empty array. Otherwise the result list contains
-- the pairs of all indices where any of the (non-empty) patterns start
-- and the array of all patterns starting at that index, the patterns being
-- represented by their (zero-based) position in the pattern array.
-- Empty patterns are filtered out before processing begins.
indicesOfAny :: Partial
=> Array String -- ^ Array of non-empty patterns
-> String -- ^ String to search
-> List (Tuple Int (Array Int)) -- ^ List of matches
indicesOfAny pats = if A.null nepats then const L.Nil
else strictMatcher nepats
where
nepats = A.filter (not <<< S.null) pats
------------------------------------------------------------------------------
-- Workers --
------------------------------------------------------------------------------
rehash' :: UInt -> UInt -> UInt -> CodePoint -> CodePoint -> UInt
rehash' shDi out h o n =
(h `shl` shDi - (fromCodePoint o `shl` out)) + fromCodePoint n
minimum1 :: forall a f. Ord a => Foldable f => a -> f a -> a
minimum1 a fa =
case minimum fa of
Nothing -> a
Just b -> min a b
strictMatcher :: Partial => Array String -> String -> List (Tuple Int (Array Int))
strictMatcher pats = search
where
hLen = minimum1 32 (S.length <$> pats)
hLen' = fromInt hLen
shDi = case 32 `quot` hLen of
q | q < 4 -> q
| otherwise -> 4
outS = fromInt (shDi * hLen)
patNum = A.length pats
rehash :: UInt -> CodePoint -> CodePoint -> UInt
rehash = case shDi of
1 -> rehash' (fromInt 1) hLen'
2 -> rehash' (fromInt 2) outS
3 -> rehash' (fromInt 3) outS
_ -> rehash' (fromInt 4) outS
hash :: String -> UInt
hash = foldl (\h w -> (h `shl` fromInt shDi) + fromCodePoint w) (fromInt 0)
<<< S.toCodePointArray
<<< S.take hLen
hashMap =
M.fromFoldableWith (flip (<>))
(A.mapWithIndex (\i a -> Tuple (hash a) [i]) pats)
search str = if strLen < hLen then L.Nil
else go 0 shash
where
strLen = S.length str
maxIdx = strLen - hLen
arr = S.toCodePointArray str
strAt i = A.unsafeIndex arr i
shash = hash str
go sI h =
case M.lookup h hashMap of
Nothing ->
if sI == maxIdx
then L.Nil
else go (sI + 1) (rehash h (strAt sI) (strAt (sI + hLen)))
Just ps ->
let rst = S.drop sI str
hd = strAt sI
more = if sI == maxIdx then L.Nil else
go (sI + 1) (rehash h hd (strAt (sI + hLen)))
okay bs =
isJust (S.stripPrefix (S.Pattern bs) rst)
in case A.filter (\x -> okay (A.unsafeIndex pats x)) ps of
[] -> more
qs -> Tuple sI qs L.: more
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