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[haskell/interval.git] / Data / Interval / Sieve / Test.hs
1 {-# LANGUAGE NamedFieldPuns #-}
2 {-# LANGUAGE OverloadedStrings #-}
3 {-# LANGUAGE ScopedTypeVariables #-}
4 {-# LANGUAGE TupleSections #-}
5 module Sieve.Test where
6
7 import Data.Function (($), (.), flip, on)
8 import Data.Functor ((<$>))
9 import Data.List (concatMap, foldl, foldr, unwords, reverse)
10 import Data.Maybe (Maybe(..), fromJust)
11 import Data.Monoid ((<>))
12 import Prelude (Integer)
13 import Test.Tasty
14 import Test.Tasty.HUnit
15 import Text.Show (Show(..))
16
17 import qualified Data.Interval as Interval
18 import qualified Data.Interval.Sieve as Interval.Sieve
19
20 tests :: TestTree
21 tests = testGroup "Sieve"
22 [ testGroup "union" $
23 concatMap
24 (\(mis, me) ->
25 let is = fromJust <$> mis in
26 let e = fromJust <$> me in
27 let sil = foldl
28 (flip (Interval.Sieve.union . Interval.Sieve.singleton))
29 Interval.Sieve.empty is in
30 let sir = foldr
31 (Interval.Sieve.union . Interval.Sieve.singleton)
32 Interval.Sieve.empty is in
33 [ testCase (unwords $ (show . Interval.Pretty) <$> is) $
34 Interval.Sieve.intervals sil @?= e
35 , testCase (unwords $ (show . Interval.Pretty) <$> reverse is) $
36 Interval.Sieve.intervals sir @?= e
37 ]
38 )
39 [ ( [ (Interval.<=..<) 0 (5::Integer)
40 , (Interval.<=..<=) 5 9
41 ]
42 , [ (Interval.<=..<=) 0 9 ]
43 )
44 , ( [ (Interval.<=..<=) 0 5
45 , (Interval.<=..<=) 0 9
46 ]
47 , [ (Interval.<=..<=) 0 9 ]
48 )
49 , ( [ (Interval.<=..<=) 0 4
50 , (Interval.<=..<=) 5 9
51 , (Interval.<=..<=) 3 6
52 ]
53 , [ (Interval.<=..<=) 0 9 ]
54 )
55 , ( [ (Interval.<=..<=) 1 4
56 , (Interval.<=..<=) 5 8
57 ]
58 , [ (Interval.<=..<=) 1 4
59 , (Interval.<=..<=) 5 8
60 ]
61 )
62 , ( [ (Interval.<=..<=) 1 8
63 , (Interval.<=..<=) 0 9
64 ]
65 , [ (Interval.<=..<=) 0 9 ]
66 )
67 , ( [ (Interval.<=..<=) 1 4
68 , (Interval.<=..<=) 5 8
69 , (Interval.<=..<=) 0 9
70 ]
71 , [ (Interval.<=..<=) 0 9 ]
72 )
73 ] <>
74 concatMap
75 (\(mis, mjs, me) ->
76 let is = fromJust <$> mis in
77 let js = fromJust <$> mjs in
78 let e = fromJust <$> me in
79 let iu = foldl
80 (flip (Interval.Sieve.union . Interval.Sieve.singleton))
81 Interval.Sieve.empty is in
82 let ju = foldl
83 (flip (Interval.Sieve.union . Interval.Sieve.singleton))
84 Interval.Sieve.empty js in
85 [ testCase (unwords ((show . Interval.Pretty) <$> is) <> " u " <>
86 unwords ((show . Interval.Pretty) <$> js)) $
87 Interval.Sieve.intervals (Interval.Sieve.union iu ju) @?= e
88 , testCase (unwords ((show . Interval.Pretty) <$> js) <> " u " <>
89 unwords ((show . Interval.Pretty) <$> is)) $
90 Interval.Sieve.intervals (Interval.Sieve.union ju iu) @?= e
91 ]
92 )
93 [ ( [ (Interval.<=..<=) 0 (1::Integer)
94 , (Interval.<=..<=) 2 4
95 ]
96 , [ (Interval.<=..<=) 0 3
97 ]
98 , [ (Interval.<=..<=) 0 4
99 ]
100 )
101 , ( [ (Interval.<=..<=) 0 1
102 , (Interval.<=..<=) 2 3
103 , (Interval.<=..<=) 4 5
104 , (Interval.<=..<=) 6 7
105 ]
106 , [ (Interval.<=..<=) 1 2
107 , (Interval.<=..<=) 3 4
108 , (Interval.<=..<=) 5 6
109 ]
110 , [ (Interval.<=..<=) 0 7
111 ]
112 )
113 , ( [ (Interval.<=..<=) 0 1
114 , (Interval.<=..<=) 2 3
115 ]
116 , [ (Interval.<=..<=) 4 5
117 ]
118 , [ (Interval.<=..<=) 0 1
119 , (Interval.<=..<=) 2 3
120 , (Interval.<=..<=) 4 5
121 ]
122 )
123 , ( [ (Interval.<=..<=) 0 1
124 , (Interval.<=..<=) 4 5
125 ]
126 , [ (Interval.<=..<=) 2 3
127 ]
128 , [ (Interval.<=..<=) 0 1
129 , (Interval.<=..<=) 2 3
130 , (Interval.<=..<=) 4 5
131 ]
132 )
133 ]
134 , testGroup "intersection" $
135 concatMap
136 (\(mis, mjs, me) ->
137 let is = fromJust <$> mis in
138 let js = fromJust <$> mjs in
139 let e = fromJust <$> me in
140 let iu = foldl
141 (flip (Interval.Sieve.union . Interval.Sieve.singleton))
142 Interval.Sieve.empty is in
143 let ju = foldl
144 (flip (Interval.Sieve.union . Interval.Sieve.singleton))
145 Interval.Sieve.empty js in
146 [ testCase (unwords ((show . Interval.Pretty) <$> is) <> " n " <>
147 unwords ((show . Interval.Pretty) <$> js)) $
148 Interval.Sieve.intervals (Interval.Sieve.intersection iu ju) @?= e
149 , testCase (unwords ((show . Interval.Pretty) <$> js) <> " n " <>
150 unwords ((show . Interval.Pretty) <$> is)) $
151 Interval.Sieve.intervals (Interval.Sieve.intersection ju iu) @?= e
152 ]
153 )
154 [ ( [ (Interval.<=..<) 0 (5::Integer) ]
155 , [ (Interval.<=..<=) 5 9 ]
156 , [ ]
157 )
158 , ( [ (Interval.<=..<=) 0 5 ]
159 , [ (Interval.<=..<=) 5 9 ]
160 , [ (Interval.<=..<=) 5 5 ]
161 )
162 , ( [ (Interval.<=..<=) 0 5 ]
163 , [ (Interval.<=..<=) 0 9 ]
164 , [ (Interval.<=..<=) 0 5 ]
165 )
166 , ( [ (Interval.<=..<=) 0 4
167 , (Interval.<=..<=) 5 9
168 ]
169 , [ (Interval.<=..<=) 3 6 ]
170 , [ (Interval.<=..<=) 3 4
171 , (Interval.<=..<=) 5 6
172 ]
173 )
174 , ( [ (Interval.<=..<=) 1 4
175 , (Interval.<=..<=) 6 8
176 ]
177 , [ (Interval.<=..<=) 2 3
178 , (Interval.<=..<=) 5 7
179 ]
180 , [ (Interval.<=..<=) 2 3
181 , (Interval.<=..<=) 6 7
182 ]
183 )
184 ]
185 , testGroup "complement" $
186 concatMap
187 (\(mis, me) ->
188 let is = fromJust <$> mis in
189 let e = fromJust <$> me in
190 let iu = foldl
191 (flip (Interval.Sieve.union . Interval.Sieve.singleton))
192 Interval.Sieve.empty is in
193 [ testCase (show (Interval.Pretty $
194 Interval.Sieve.fmap_interval
195 (Interval.fmap_unsafe Interval.Pretty) iu)) $
196 Interval.Sieve.intervals (Interval.Sieve.complement iu) @?= e
197 ]
198 )
199 [ ( [ ((Interval.<=..<) `on` Interval.Limited) 0 (5::Integer)
200 , ((Interval.<=..<=) `on` Interval.Limited) 5 9
201 ]
202 , [ Just $ (Interval...<) 0
203 , Just $ (Interval.<..) 9
204 ]
205 )
206 , ( [ Just Interval.unlimited ]
207 , [ ]
208 )
209 , ( [ ]
210 , [ Just Interval.unlimited ]
211 )
212 , ( [ Just $ (Interval...<) 0
213 , Just $ (Interval.<..) 0
214 ]
215 , [ Just $ Interval.point $ Interval.Limited 0
216 ]
217 )
218 , ( [ ((Interval.<=..<) `on` Interval.Limited) 0 1
219 , ((Interval.<=..<) `on` Interval.Limited) 2 3
220 , ((Interval.<..<=) `on` Interval.Limited) 3 4
221 ]
222 , [ Just $ (Interval...<) 0
223 , ((Interval.<=..<) `on` Interval.Limited) 1 2
224 , Just $ Interval.point $ Interval.Limited 3
225 , Just $ (Interval.<..) 4
226 ]
227 )
228 ]
229 , testGroup "complement_with" $
230 concatMap
231 (\(mib, mis, me) ->
232 let ib = fromJust mib in
233 let is = fromJust <$> mis in
234 let e = fromJust <$> me in
235 let iu = foldl
236 (flip (Interval.Sieve.union . Interval.Sieve.singleton))
237 Interval.Sieve.empty is in
238 [ testCase (show (Interval.Pretty iu)) $
239 Interval.Sieve.intervals
240 (Interval.Sieve.complement_with ib iu) @?= e
241 ]
242 )
243 [ ( (Interval.<=..<=) (-10) (10::Integer)
244 , [ (Interval.<=..<) 0 5
245 , (Interval.<=..<=) 5 9
246 ]
247 , [ (Interval.<=..<) (-10) 0
248 , (Interval.<..<=) 9 10
249 ]
250 )
251 , ( (Interval.<=..<=) (-10) 10
252 , [ (Interval.<=..<=) (-10) 10 ]
253 , [ ]
254 )
255 , ( (Interval.<=..<=) (-10) 10
256 , [ ]
257 , [ (Interval.<=..<=) (-10) 10 ]
258 )
259 , ( (Interval.<=..<=) (-10) 10
260 , [ (Interval.<=..<) (-10) 0
261 , (Interval.<..<=) 0 10
262 ]
263 , [ Just $ Interval.point 0
264 ]
265 )
266 , ( (Interval.<=..<=) (-10) 10
267 , [ Just $ Interval.point 0
268 ]
269 , [ (Interval.<=..<) (-10) 0
270 , (Interval.<..<=) 0 10
271 ]
272 )
273 , ( (Interval.<=..<=) 0 10
274 , [ (Interval.<..<=) 0 10
275 ]
276 , [ Just $ Interval.point 0
277 ]
278 )
279 , ( (Interval.<=..<=) 0 10
280 , [ (Interval.<=..<) 0 10
281 ]
282 , [ Just $ Interval.point 10
283 ]
284 )
285 , ( Just $ Interval.point 0
286 , [
287 ]
288 , [ Just $ Interval.point 0
289 ]
290 )
291 , ( Just $ Interval.point 0
292 , [ Just $ Interval.point 0
293 ]
294 , [
295 ]
296 )
297 ]
298 ]