Make Gif animation more nice, TODO: IMPROVE CODE
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@ -102,28 +102,41 @@ grahamGetCH vs =
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-- |Compute all steps of the graham scan algorithm to allow
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-- visualizing it.
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grahamGetCHSteps :: [PT] -> [[PT]]
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grahamGetCHSteps vs =
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(++) (rmdups . reverse . g ((* 2) . length $ vs) lH $ lHRest)
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(rmdups . init . reverse . g ((* 2) . length $ vs) uH $ uHRest)
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-- Whether the upper or lower hull is computed depends on the input.
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grahamGetCHSteps :: Int -> [PT] -> [PT] -> [[PT]]
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grahamGetCHSteps c xs' ys'
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| c >= 0 = scanH 0 xs' ys' : grahamGetCHSteps (c - 1) xs' ys'
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| otherwise = []
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where
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sortedXY = fmap p2 . sortLex . fmap unp2 $ vs
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(lH, lHRest) = first reverse . splitAt 3 $ sortedXY
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scanH c' hs@(x:y:z:xs) (r':rs')
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| c' >= c = hs
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| notcw z y x = scanH (c' + 1) (r':hs) rs'
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| otherwise = scanH (c' + 1) (x:z:xs) (r':rs')
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scanH c' hs@(x:y:z:xs) []
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| c' >= c = hs
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| notcw z y x = hs
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| otherwise = scanH (c' + 1) (x:z:xs) []
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scanH c' hs (r':rs')
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| c' >= c = hs
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| otherwise = scanH (c' + 1) (r':hs) rs'
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scanH _ xs _ = xs
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grahamGetUpperHullSteps :: [PT] -> [[PT]]
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grahamGetUpperHullSteps vs =
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(++) [getLastX 2 sortedXY] . rmdups . init . reverse . grahamGetCHSteps ((* 2) . length $ vs) uH $
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uHRest
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where
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sortedXY = fmap p2 . sortLex . fmap unp2 $ vs
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(uH, uHRest) = first reverse . splitAt 3 . reverse $ sortedXY
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g c xs' ys'
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| c >= 0 = scanH 0 xs' ys' : g (c - 1) xs' ys'
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| otherwise = []
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where
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scanH c' hs@(x:y:z:xs) (r':rs')
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| c' >= c = hs
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| notcw z y x = scanH (c' + 1) (r':hs) rs'
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| otherwise = scanH (c' + 1) (x:z:xs) (r':rs')
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scanH _ [x,y] [] = [y,x]
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scanH c' hs@(x:y:z:xs) []
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| c' >= c = hs
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| notcw z y x = hs
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| otherwise = scanH (c' + 1) (x:z:xs) []
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scanH c' hs (r':rs')
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| c' >= c = hs
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| otherwise = scanH (c' + 1) (r':hs) rs'
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scanH _ xs _ = xs
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grahamGetLowerHullSteps :: [PT] -> [[PT]]
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grahamGetLowerHullSteps vs =
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(++) [take 2 sortedXY] . rmdups . reverse . grahamGetCHSteps ((* 2) . length $ vs) lH $ lHRest
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where
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sortedXY = fmap p2 . sortLex . fmap unp2 $ vs
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(lH, lHRest) = first reverse . splitAt 3 $ sortedXY
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{- - (++) (rmdups . reverse . g ((* 2) . length $ vs) lH $ lHRest) -}
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{- - (rmdups . init . reverse . g ((* 2) . length $ vs) uH $ uHRest) -}
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@ -18,11 +18,16 @@ gifDiag p xs =
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fmap (\x -> x <> nonChDiag) .
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flip (++)
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[mkDiag (convexHullPointsText `mappend`
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convexHullLines `mappend`
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convexHullPoints)
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p xs] $
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(convexHullLinesInterval p xs)
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p xs <> lastUpperHull <> lastLowerHull] $
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(lowerHullList ++
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((<> lastLowerHull) <$>
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upperHullList))
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where
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upperHullList = convexHullLinesIntervalUpper p xs
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lastUpperHull = last upperHullList
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lowerHullList = convexHullLinesIntervalLower p xs
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lastLowerHull = last lowerHullList
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-- add the x-axis and the other default stuff
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nonChDiag =
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mconcat .
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@ -85,19 +85,30 @@ convexHullLines = Diag chl
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vtf = filter (inRange (dX p) (dY p)) vt
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-- |Same as showConvexHullLines, except that it returns an array
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-- of diagrams with each step of the algorithm.
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-- Unfortunately this is very difficult to implement as a Diag (TODO).
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convexHullLinesInterval :: DiagProp -> [PT] -> [Diagram Cairo R2]
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convexHullLinesInterval p xs =
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fmap mkChDiag (grahamGetCHSteps xs)
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convexHullLinesIntervalLower :: DiagProp -> [PT] -> [Diagram Cairo R2]
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convexHullLinesIntervalLower p xs =
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fmap mkChDiag (grahamGetLowerHullSteps xs)
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where
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mkChDiag vt =
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(strokeTrail .
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fromVertices $
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vtf) #
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moveTo (head vtf) #
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lc red
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lc orange
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where
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vtf = filter (inRange (dX p) (dY p)) vt
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convexHullLinesIntervalUpper :: DiagProp -> [PT] -> [Diagram Cairo R2]
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convexHullLinesIntervalUpper p xs =
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fmap mkChDiag (grahamGetUpperHullSteps xs)
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where
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mkChDiag vt =
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(strokeTrail .
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fromVertices $
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vtf) #
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moveTo (head vtf) #
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lc purple
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where
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vtf = filter (inRange (dX p) (dY p)) vt
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