2 Module : Gargantext.Core.Viz.Graph.Utils
4 Copyright : (c) CNRS, 2017-Present
5 License : AGPL + CECILL v3
6 Maintainer : team@gargantext.org
7 Stability : experimental
10 These functions are used for Vector.Matrix only.
14 {-# LANGUAGE BangPatterns #-}
15 {-# LANGUAGE Strict #-}
17 module Gargantext.Core.Viz.Graph.Utils
21 import Data.Matrix hiding (identity)
22 import Data.Vector (Vector)
23 import qualified Data.List as L
24 import qualified Data.Map as Map
25 import Gargantext.Prelude
26 import Data.List (unzip)
27 import qualified Data.Vector as V
28 import Data.Maybe (catMaybes)
29 import qualified Data.Set as Set
30 ------------------------------------------------------------------------
31 -- | Some utils to build the matrix from cooccurrence results
33 -- | For tests only, to be removed
34 -- m1 :: Matrix Double
35 -- m1 = fromList 300 300 [1..]
36 ------------------------------------------------------------------------
37 ------------------------------------------------------------------------
39 ------------------------------------------------------------------------
43 -- Data.Vector.Additions
44 dropAt :: Int -> Vector a -> Vector a
45 dropAt n v = debut <> (V.tail fin)
50 total :: Num a => Matrix a -> a
51 total m = V.sum $ V.map (\c -> V.sum (getCol c m)) (V.enumFromTo 1 (nOf Col m))
53 nOf :: Axis -> Matrix a -> Int
57 axis :: Axis -> AxisId -> Matrix a -> Vector a
62 toListsWithIndex :: Matrix a -> [((Int, Int), a)]
63 toListsWithIndex m = concat' $ zip [1..] $ map (\c -> zip [1..] c) $ toLists m
65 concat' :: [(Int, [(Int, a)])] -> [((Int, Int), a)]
66 concat' xs = L.concat $ map (\(x, ys) -> map (\(y, a) -> ((x,y), a)) ys ) xs
68 ------------------------------------------------------------------------
69 -- Utils to manage Graphs
71 edgesFilter :: (Ord a, Ord b) => Map (a,a) b -> Map (a,a) b
72 edgesFilter m = Map.fromList $ catMaybes results
75 ij = Map.lookup (i,j) m
76 ji = Map.lookup (j,i) m
82 keys = Set.toList $ Set.fromList (x <> y)
83 (x,y) = unzip $ Map.keys m
93 getMax (i,j) (Just d) Nothing = Just ((i,j), d)
94 getMax (i,j) Nothing (Just d) = Just ((j,i), d)
95 getMax ij (Just di) (Just dj) = if di >= dj then getMax ij (Just di) Nothing
96 else getMax ij Nothing (Just dj)
97 getMax _ _ _ = Nothing