libgo: Update to Go 1.3 release.
[official-gcc.git] / libgo / go / math / rand / regress_test.go
blob2b012af893c7f1184088e9001e1591f5097e9fcf
1 // Copyright 2014 The Go Authors. All rights reserved.
2 // Use of this source code is governed by a BSD-style
3 // license that can be found in the LICENSE file.
5 // Test that random number sequences generated by a specific seed
6 // do not change from version to version.
7 //
8 // Do NOT make changes to the golden outputs. If bugs need to be fixed
9 // in the underlying code, find ways to fix them that do not affect the
10 // outputs.
12 package rand_test
14 import (
15 "flag"
16 "fmt"
17 . "math/rand"
18 "reflect"
19 "testing"
22 var printgolden = flag.Bool("printgolden", false, "print golden results for regression test")
24 func TestRegress(t *testing.T) {
25 var int32s = []int32{1, 10, 32, 1 << 20, 1<<20 + 1, 1000000000, 1 << 30, 1<<31 - 2, 1<<31 - 1}
26 var int64s = []int64{1, 10, 32, 1 << 20, 1<<20 + 1, 1000000000, 1 << 30, 1<<31 - 2, 1<<31 - 1, 1000000000000000000, 1 << 60, 1<<63 - 2, 1<<63 - 1}
27 var permSizes = []int{0, 1, 5, 8, 9, 10, 16}
28 r := New(NewSource(0))
30 rv := reflect.ValueOf(r)
31 n := rv.NumMethod()
32 p := 0
33 if *printgolden {
34 fmt.Printf("var regressGolden = []interface{}{\n")
36 for i := 0; i < n; i++ {
37 m := rv.Type().Method(i)
38 mv := rv.Method(i)
39 mt := mv.Type()
40 if mt.NumOut() == 0 {
41 continue
43 if mt.NumOut() != 1 {
44 t.Fatalf("unexpected result count for r.%s", m.Name)
46 r.Seed(0)
47 for repeat := 0; repeat < 20; repeat++ {
48 var args []reflect.Value
49 var argstr string
50 if mt.NumIn() == 1 {
51 var x interface{}
52 switch mt.In(0).Kind() {
53 default:
54 t.Fatalf("unexpected argument type for r.%s", m.Name)
56 case reflect.Int:
57 if m.Name == "Perm" {
58 x = permSizes[repeat%len(permSizes)]
59 break
61 big := int64s[repeat%len(int64s)]
62 if int64(int(big)) != big {
63 r.Int63n(big) // what would happen on 64-bit machine, to keep stream in sync
64 if *printgolden {
65 fmt.Printf("\tskipped, // must run printgolden on 64-bit machine\n")
67 p++
68 continue
70 x = int(big)
72 case reflect.Int32:
73 x = int32s[repeat%len(int32s)]
75 case reflect.Int64:
76 x = int64s[repeat%len(int64s)]
78 argstr = fmt.Sprint(x)
79 args = append(args, reflect.ValueOf(x))
81 out := mv.Call(args)[0].Interface()
82 if m.Name == "Int" || m.Name == "Intn" {
83 out = int64(out.(int))
85 if *printgolden {
86 var val string
87 big := int64(1 << 60)
88 if int64(int(big)) != big && (m.Name == "Int" || m.Name == "Intn") {
89 // 32-bit machine cannot print 64-bit results
90 val = "truncated"
91 } else if reflect.TypeOf(out).Kind() == reflect.Slice {
92 val = fmt.Sprintf("%#v", out)
93 } else {
94 val = fmt.Sprintf("%T(%v)", out, out)
96 fmt.Printf("\t%s, // %s(%s)\n", val, m.Name, argstr)
97 } else {
98 want := regressGolden[p]
99 if m.Name == "Int" {
100 want = int64(int(uint(want.(int64)) << 1 >> 1))
102 if !reflect.DeepEqual(out, want) {
103 t.Errorf("r.%s(%s) = %v, want %v", m.Name, argstr, out, want)
109 if *printgolden {
110 fmt.Printf("}\n")
114 var regressGolden = []interface{}{
115 float64(4.668112973579268), // ExpFloat64()
116 float64(0.1601593871172866), // ExpFloat64()
117 float64(3.0465834105636), // ExpFloat64()
118 float64(0.06385839451671879), // ExpFloat64()
119 float64(1.8578917487258961), // ExpFloat64()
120 float64(0.784676123472182), // ExpFloat64()
121 float64(0.11225477361256932), // ExpFloat64()
122 float64(0.20173283329802255), // ExpFloat64()
123 float64(0.3468619496201105), // ExpFloat64()
124 float64(0.35601103454384536), // ExpFloat64()
125 float64(0.888376329507869), // ExpFloat64()
126 float64(1.4081362450365698), // ExpFloat64()
127 float64(1.0077753823151994), // ExpFloat64()
128 float64(0.23594100766227588), // ExpFloat64()
129 float64(2.777245612300007), // ExpFloat64()
130 float64(0.5202997830662377), // ExpFloat64()
131 float64(1.2842705247770294), // ExpFloat64()
132 float64(0.030307408362776206), // ExpFloat64()
133 float64(2.204156824853721), // ExpFloat64()
134 float64(2.09891923895058), // ExpFloat64()
135 float32(0.94519615), // Float32()
136 float32(0.24496509), // Float32()
137 float32(0.65595627), // Float32()
138 float32(0.05434384), // Float32()
139 float32(0.3675872), // Float32()
140 float32(0.28948045), // Float32()
141 float32(0.1924386), // Float32()
142 float32(0.65533215), // Float32()
143 float32(0.8971697), // Float32()
144 float32(0.16735445), // Float32()
145 float32(0.28858566), // Float32()
146 float32(0.9026048), // Float32()
147 float32(0.84978026), // Float32()
148 float32(0.2730468), // Float32()
149 float32(0.6090802), // Float32()
150 float32(0.253656), // Float32()
151 float32(0.7746542), // Float32()
152 float32(0.017480763), // Float32()
153 float32(0.78707397), // Float32()
154 float32(0.7993937), // Float32()
155 float64(0.9451961492941164), // Float64()
156 float64(0.24496508529377975), // Float64()
157 float64(0.6559562651954052), // Float64()
158 float64(0.05434383959970039), // Float64()
159 float64(0.36758720663245853), // Float64()
160 float64(0.2894804331565928), // Float64()
161 float64(0.19243860967493215), // Float64()
162 float64(0.6553321508148324), // Float64()
163 float64(0.897169713149801), // Float64()
164 float64(0.16735444255905835), // Float64()
165 float64(0.2885856518054551), // Float64()
166 float64(0.9026048462705047), // Float64()
167 float64(0.8497802817628735), // Float64()
168 float64(0.2730468047134829), // Float64()
169 float64(0.6090801919903561), // Float64()
170 float64(0.25365600644283687), // Float64()
171 float64(0.7746542391859803), // Float64()
172 float64(0.017480762156647272), // Float64()
173 float64(0.7870739563039942), // Float64()
174 float64(0.7993936979594545), // Float64()
175 int64(8717895732742165505), // Int()
176 int64(2259404117704393152), // Int()
177 int64(6050128673802995827), // Int()
178 int64(501233450539197794), // Int()
179 int64(3390393562759376202), // Int()
180 int64(2669985732393126063), // Int()
181 int64(1774932891286980153), // Int()
182 int64(6044372234677422456), // Int()
183 int64(8274930044578894929), // Int()
184 int64(1543572285742637646), // Int()
185 int64(2661732831099943416), // Int()
186 int64(8325060299420976708), // Int()
187 int64(7837839688282259259), // Int()
188 int64(2518412263346885298), // Int()
189 int64(5617773211005988520), // Int()
190 int64(2339563716805116249), // Int()
191 int64(7144924247938981575), // Int()
192 int64(161231572858529631), // Int()
193 int64(7259475919510918339), // Int()
194 int64(7373105480197164748), // Int()
195 int32(2029793274), // Int31()
196 int32(526058514), // Int31()
197 int32(1408655353), // Int31()
198 int32(116702506), // Int31()
199 int32(789387515), // Int31()
200 int32(621654496), // Int31()
201 int32(413258767), // Int31()
202 int32(1407315077), // Int31()
203 int32(1926657288), // Int31()
204 int32(359390928), // Int31()
205 int32(619732968), // Int31()
206 int32(1938329147), // Int31()
207 int32(1824889259), // Int31()
208 int32(586363548), // Int31()
209 int32(1307989752), // Int31()
210 int32(544722126), // Int31()
211 int32(1663557311), // Int31()
212 int32(37539650), // Int31()
213 int32(1690228450), // Int31()
214 int32(1716684894), // Int31()
215 int32(0), // Int31n(1)
216 int32(4), // Int31n(10)
217 int32(25), // Int31n(32)
218 int32(310570), // Int31n(1048576)
219 int32(857611), // Int31n(1048577)
220 int32(621654496), // Int31n(1000000000)
221 int32(413258767), // Int31n(1073741824)
222 int32(1407315077), // Int31n(2147483646)
223 int32(1926657288), // Int31n(2147483647)
224 int32(0), // Int31n(1)
225 int32(8), // Int31n(10)
226 int32(27), // Int31n(32)
227 int32(367019), // Int31n(1048576)
228 int32(209005), // Int31n(1048577)
229 int32(307989752), // Int31n(1000000000)
230 int32(544722126), // Int31n(1073741824)
231 int32(1663557311), // Int31n(2147483646)
232 int32(37539650), // Int31n(2147483647)
233 int32(0), // Int31n(1)
234 int32(4), // Int31n(10)
235 int64(8717895732742165505), // Int63()
236 int64(2259404117704393152), // Int63()
237 int64(6050128673802995827), // Int63()
238 int64(501233450539197794), // Int63()
239 int64(3390393562759376202), // Int63()
240 int64(2669985732393126063), // Int63()
241 int64(1774932891286980153), // Int63()
242 int64(6044372234677422456), // Int63()
243 int64(8274930044578894929), // Int63()
244 int64(1543572285742637646), // Int63()
245 int64(2661732831099943416), // Int63()
246 int64(8325060299420976708), // Int63()
247 int64(7837839688282259259), // Int63()
248 int64(2518412263346885298), // Int63()
249 int64(5617773211005988520), // Int63()
250 int64(2339563716805116249), // Int63()
251 int64(7144924247938981575), // Int63()
252 int64(161231572858529631), // Int63()
253 int64(7259475919510918339), // Int63()
254 int64(7373105480197164748), // Int63()
255 int64(0), // Int63n(1)
256 int64(2), // Int63n(10)
257 int64(19), // Int63n(32)
258 int64(959842), // Int63n(1048576)
259 int64(688912), // Int63n(1048577)
260 int64(393126063), // Int63n(1000000000)
261 int64(89212473), // Int63n(1073741824)
262 int64(834026388), // Int63n(2147483646)
263 int64(1577188963), // Int63n(2147483647)
264 int64(543572285742637646), // Int63n(1000000000000000000)
265 int64(355889821886249464), // Int63n(1152921504606846976)
266 int64(8325060299420976708), // Int63n(9223372036854775806)
267 int64(7837839688282259259), // Int63n(9223372036854775807)
268 int64(0), // Int63n(1)
269 int64(0), // Int63n(10)
270 int64(25), // Int63n(32)
271 int64(679623), // Int63n(1048576)
272 int64(882178), // Int63n(1048577)
273 int64(510918339), // Int63n(1000000000)
274 int64(782454476), // Int63n(1073741824)
275 int64(0), // Intn(1)
276 int64(4), // Intn(10)
277 int64(25), // Intn(32)
278 int64(310570), // Intn(1048576)
279 int64(857611), // Intn(1048577)
280 int64(621654496), // Intn(1000000000)
281 int64(413258767), // Intn(1073741824)
282 int64(1407315077), // Intn(2147483646)
283 int64(1926657288), // Intn(2147483647)
284 int64(543572285742637646), // Intn(1000000000000000000)
285 int64(355889821886249464), // Intn(1152921504606846976)
286 int64(8325060299420976708), // Intn(9223372036854775806)
287 int64(7837839688282259259), // Intn(9223372036854775807)
288 int64(0), // Intn(1)
289 int64(2), // Intn(10)
290 int64(14), // Intn(32)
291 int64(515775), // Intn(1048576)
292 int64(839455), // Intn(1048577)
293 int64(690228450), // Intn(1000000000)
294 int64(642943070), // Intn(1073741824)
295 float64(-0.28158587086436215), // NormFloat64()
296 float64(0.570933095808067), // NormFloat64()
297 float64(-1.6920196326157044), // NormFloat64()
298 float64(0.1996229111693099), // NormFloat64()
299 float64(1.9195199291234621), // NormFloat64()
300 float64(0.8954838794918353), // NormFloat64()
301 float64(0.41457072128813166), // NormFloat64()
302 float64(-0.48700161491544713), // NormFloat64()
303 float64(-0.1684059662402393), // NormFloat64()
304 float64(0.37056410998929545), // NormFloat64()
305 float64(1.0156889027029008), // NormFloat64()
306 float64(-0.5174422210625114), // NormFloat64()
307 float64(-0.5565834214413804), // NormFloat64()
308 float64(0.778320596648391), // NormFloat64()
309 float64(-1.8970718197702225), // NormFloat64()
310 float64(0.5229525761688676), // NormFloat64()
311 float64(-1.5515595563231523), // NormFloat64()
312 float64(0.0182029289376123), // NormFloat64()
313 float64(-0.6820951356608795), // NormFloat64()
314 float64(-0.5987943422687668), // NormFloat64()
315 []int{}, // Perm(0)
316 []int{0}, // Perm(1)
317 []int{0, 4, 1, 3, 2}, // Perm(5)
318 []int{3, 1, 0, 4, 7, 5, 2, 6}, // Perm(8)
319 []int{5, 0, 3, 6, 7, 4, 2, 1, 8}, // Perm(9)
320 []int{4, 5, 0, 2, 6, 9, 3, 1, 8, 7}, // Perm(10)
321 []int{14, 2, 0, 8, 3, 5, 13, 12, 1, 4, 6, 7, 11, 9, 15, 10}, // Perm(16)
322 []int{}, // Perm(0)
323 []int{0}, // Perm(1)
324 []int{3, 0, 1, 2, 4}, // Perm(5)
325 []int{5, 1, 2, 0, 4, 7, 3, 6}, // Perm(8)
326 []int{4, 0, 6, 8, 1, 5, 2, 7, 3}, // Perm(9)
327 []int{8, 6, 1, 7, 5, 4, 3, 2, 9, 0}, // Perm(10)
328 []int{0, 3, 13, 2, 15, 4, 10, 1, 8, 14, 7, 6, 12, 9, 5, 11}, // Perm(16)
329 []int{}, // Perm(0)
330 []int{0}, // Perm(1)
331 []int{0, 4, 2, 1, 3}, // Perm(5)
332 []int{2, 1, 7, 0, 6, 3, 4, 5}, // Perm(8)
333 []int{8, 7, 5, 3, 4, 6, 0, 1, 2}, // Perm(9)
334 []int{1, 0, 2, 5, 7, 6, 9, 8, 3, 4}, // Perm(10)
335 uint32(4059586549), // Uint32()
336 uint32(1052117029), // Uint32()
337 uint32(2817310706), // Uint32()
338 uint32(233405013), // Uint32()
339 uint32(1578775030), // Uint32()
340 uint32(1243308993), // Uint32()
341 uint32(826517535), // Uint32()
342 uint32(2814630155), // Uint32()
343 uint32(3853314576), // Uint32()
344 uint32(718781857), // Uint32()
345 uint32(1239465936), // Uint32()
346 uint32(3876658295), // Uint32()
347 uint32(3649778518), // Uint32()
348 uint32(1172727096), // Uint32()
349 uint32(2615979505), // Uint32()
350 uint32(1089444252), // Uint32()
351 uint32(3327114623), // Uint32()
352 uint32(75079301), // Uint32()
353 uint32(3380456901), // Uint32()
354 uint32(3433369789), // Uint32()