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[pure-lang-svn] SF.net SVN: pure-lang:[563] pure/trunk
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From: <ag...@us...> - 2008-08-22 08:47:57
|
Revision: 563
http://pure-lang.svn.sourceforge.net/pure-lang/?rev=563&view=rev
Author: agraef
Date: 2008-08-22 08:48:07 +0000 (Fri, 22 Aug 2008)
Log Message:
-----------
Added math.pure tests by Eddie Rucker.
Modified Paths:
--------------
pure/trunk/ChangeLog
Added Paths:
-----------
pure/trunk/test/test020.log
pure/trunk/test/test020.pure
Modified: pure/trunk/ChangeLog
===================================================================
--- pure/trunk/ChangeLog 2008-08-22 08:31:46 UTC (rev 562)
+++ pure/trunk/ChangeLog 2008-08-22 08:48:07 UTC (rev 563)
@@ -2,6 +2,8 @@
* 0.5 release.
+ * test/test020.pure: Added math.pure tests by Eddie Rucker.
+
* runtime.cc (same): Bugfix in comparison of global functions.
Handle the case of of an external which may chain to a Pure
definition of the same global. In that case we may safely assume
Added: pure/trunk/test/test020.log
===================================================================
--- pure/trunk/test/test020.log (rev 0)
+++ pure/trunk/test/test020.log 2008-08-22 08:48:07 UTC (rev 563)
@@ -0,0 +1,4697 @@
+{
+ rule #0: f = [sqrt,sin,cos,tan,ln,log,exp,atan,asin,acos,sinh,cosh,tanh,asinh,acosh,atanh,abs,re,im,arg,conj,rect,polar,cis,ceil,floor,round,frac,complexp,realp,rationalp,numberp,exactp,inexactp,infp,nanp]
+ state 0: #0
+ <var> state 1
+ state 1: #0
+}
+let f = [sqrt,sin,cos,tan,ln,log,exp,atan,asin,acos,sinh,cosh,tanh,asinh,acosh,atanh,abs,re,im,arg,conj,rect,polar,cis,ceil,floor,round,frac,complexp,realp,rationalp,numberp,exactp,inexactp,infp,nanp];
+{
+ rule #0: x = [1,-1,0,0.0,1.2,-1.2,1%3,-1%4,1+:2,-1+:2,1+:-2,-1.2+:4.3,1.2+:-4.3,1%2+:1,1%2+:3%4,3<:1,-3<:1,3.0<:-3,3.1<:2.5,2%3<:2,1%2<:3%4,-1e+307*1e+307,1e+307*1e+307-1e+307*1e+307]
+ state 0: #0
+ <var> state 1
+ state 1: #0
+}
+let x = [1,-1,0,0.0,1.2,-1.2,1%3,-1%4,1+:2,-1+:2,1+:-2,-1.2+:4.3,1.2+:-4.3,1%2+:1,1%2+:3%4,3<:1,-3<:1,3.0<:-3,3.1<:2.5,2%3<:2,1%2<:3%4,-1e+307*1e+307,1e+307*1e+307-1e+307*1e+307];
+{
+ rule #0: f2 = [(+),(-),(*),(/),(^),atan2,pow]
+ state 0: #0
+ <var> state 1
+ state 1: #0
+}
+let f2 = [(+),(-),(*),(/),(^),atan2,pow];
+{
+ rule #0: x2 = catmap (\i -> catmap (\j -> [(i,j)]) x) x
+ state 0: #0
+ <var> state 1
+ state 1: #0
+}
+let x2 = catmap (\i/*0:*/ -> catmap (\j/*0:*/ -> [(i/*1:*/,j/*0:*/)] {
+ rule #0: j = [(i,j)]
+ state 0: #0
+ <var> state 1
+ state 1: #0
+}) x {
+ rule #0: i = catmap (\j -> [(i,j)]) x
+ state 0: #0
+ <var> state 1
+ state 1: #0
+}) x;
+test f/*0:01*/ (x/*0:101*/,y/*0:11*/) = puts$str (f/*0:01*/,x/*0:101*/,y/*0:11*/,check f/*0:01*/ (x/*0:101*/,y/*0:11*/) (catch __error__ (f/*1:01*/ x/*1:101*/ y/*1:11*/)));
+test f/*0:01*/ x/*0:1*/ = puts$str (f/*0:01*/,x/*0:1*/,check f/*0:01*/ x/*0:1*/ (catch __error__ (f/*1:01*/ x/*1:1*/)));
+check f/*0:001*/ (x/*0:0101*/,y/*0:011*/) z@(f1@_/*0:100*/ x1/*0:101*/ y1/*0:11*/) = __failed__ z/*0:1*/ if f/*0:001*/===f1/*0:100*/&&x/*0:0101*/===x1/*0:101*/&&y/*0:011*/===y1/*0:11*/;
+check f/*0:001*/ x/*0:01*/ z@(f1@_/*0:10*/ x1/*0:11*/) = __failed__ z/*0:1*/ if f/*0:001*/===f1/*0:10*/&&x/*0:01*/===x1/*0:11*/;
+check _/*0:001*/ _/*0:01*/ z/*0:1*/ = z/*0:1*/;
+{
+ rule #0: check f (x,y) z@(f1@_ x1 y1) = __failed__ z if f===f1&&x===x1&&y===y1
+ rule #1: check f x z@(f1@_ x1) = __failed__ z if f===f1&&x===x1
+ rule #2: check _ _ z = z
+ state 0: #0 #1 #2
+ <var> state 1
+ state 1: #0 #1 #2
+ <var> state 2
+ <app> state 7
+ state 2: #1 #2
+ <var> state 3
+ <app> state 4
+ state 3: #2
+ state 4: #1 #2
+ <var> state 5
+ state 5: #1 #2
+ <var> state 6
+ state 6: #1 #2
+ state 7: #0 #1 #2
+ <var> state 8
+ <app> state 14
+ state 8: #1 #2
+ <var> state 9
+ state 9: #1 #2
+ <var> state 10
+ <app> state 11
+ state 10: #2
+ state 11: #1 #2
+ <var> state 12
+ state 12: #1 #2
+ <var> state 13
+ state 13: #1 #2
+ state 14: #0 #1 #2
+ <var> state 15
+ , state 22
+ state 15: #1 #2
+ <var> state 16
+ state 16: #1 #2
+ <var> state 17
+ state 17: #1 #2
+ <var> state 18
+ <app> state 19
+ state 18: #2
+ state 19: #1 #2
+ <var> state 20
+ state 20: #1 #2
+ <var> state 21
+ state 21: #1 #2
+ state 22: #0 #1 #2
+ <var> state 23
+ state 23: #0 #1 #2
+ <var> state 24
+ state 24: #0 #1 #2
+ <var> state 25
+ <app> state 26
+ state 25: #2
+ state 26: #0 #1 #2
+ <var> state 27
+ <app> state 29
+ state 27: #1 #2
+ <var> state 28
+ state 28: #1 #2
+ state 29: #0 #1 #2
+ <var> state 30
+ state 30: #0 #1 #2
+ <var> state 31
+ state 31: #0 #1 #2
+ <var> state 32
+ state 32: #0 #1 #2
+}
+{
+ rule #0: test f (x,y) = puts$str (f,x,y,check f (x,y) (catch __error__ (f x y)))
+ rule #1: test f x = puts$str (f,x,check f x (catch __error__ (f x)))
+ state 0: #0 #1
+ <var> state 1
+ state 1: #0 #1
+ <var> state 2
+ <app> state 3
+ state 2: #1
+ state 3: #0 #1
+ <var> state 4
+ <app> state 6
+ state 4: #1
+ <var> state 5
+ state 5: #1
+ state 6: #0 #1
+ <var> state 7
+ , state 10
+ state 7: #1
+ <var> state 8
+ state 8: #1
+ <var> state 9
+ state 9: #1
+ state 10: #0 #1
+ <var> state 11
+ state 11: #0 #1
+ <var> state 12
+ state 12: #0 #1
+}
+*** UNARY ***
+sqrt,1,1.0
+sqrt,-1,0.0+:1.0
+sqrt,0,0.0
+sqrt,0.0,0.0
+sqrt,1.2,1.09544511501033
+sqrt,-1.2,0.0+:1.09544511501033
+sqrt,1L%3L,0.577350269189626
+sqrt,(-1L)%4L,0.0+:0.5
+sqrt,1+:2,1.27201964951407+:0.786151377757423
+sqrt,-1+:2,0.786151377757423+:1.27201964951407
+sqrt,1+:-2,1.27201964951407+:0.786151377757423
+sqrt,-1.2+:4.3,1.27755682008863+:1.68289970840659
+sqrt,1.2+:-4.3,1.68289970840659+:1.27755682008863
+sqrt,1L%2L+:1,0.899453719973934+:0.555892970251421
+sqrt,1L%2L+:3L%4L,0.83707461401777+:0.447988738064919
+sqrt,3<:1,1.73205080756888<:0.5
+sqrt,3<:-2.14159265358979,1.73205080756888<:-1.0707963267949
+sqrt,3.0<:-3,1.73205080756888<:-1.5
+sqrt,3.1<:2.5,1.7606816861659<:1.25
+sqrt,2L%3L<:2,0.816496580927726<:1.0
+sqrt,1L%2L<:3L%4L,0.707106781186548<:0.375
+sqrt,-inf,0.0+:inf
+sqrt,nan,nan
+sin,1,0.841470984807897
+sin,-1,-0.841470984807897
+sin,0,0.0
+sin,0.0,0.0
+sin,1.2,0.932039085967226
+sin,-1.2,-0.932039085967226
+sin,1L%3L,0.327194696796152
+sin,(-1L)%4L,-0.247403959254523
+sin,1+:2,3.16577851321617+:1.95960104142161
+sin,-1+:2,-3.16577851321617+:1.95960104142161
+sin,1+:-2,3.16577851321617+:-1.95960104142161
+sin,-1.2+:4.3,-34.351867391542+:13.3503875389022
+sin,1.2+:-4.3,34.351867391542+:-13.3503875389022
+sin,1L%2L+:1,0.739792264456014+:1.03133607425455
+sin,1L%2L+:3L%4L,0.620704231078055+:0.721650824297564
+sin,3<:1,6.28163530398568<:-0.0494726344890117
+sin,3<:-2.14159265358979,6.28163530398567<:3.09212001910078
+sin,3.0<:-3,0.468364088212104<:1.97989764678311
+sin,3.1<:2.5,3.17788867786845<:-2.25266146393774
+sin,2L%3L<:2,0.699833695459732<:2.05499060924475
+sin,1L%2L<:3L%4L,0.498700404819053<:0.708394123409847
+sin,-inf,nan
+sin,nan,nan
+cos,1,0.54030230586814
+cos,-1,0.54030230586814
+cos,0,1.0
+cos,0.0,1.0
+cos,1.2,0.362357754476674
+cos,-1.2,0.362357754476674
+cos,1L%3L,0.944956946314738
+cos,(-1L)%4L,0.968912421710645
+cos,1+:2,2.03272300701967+:-3.0518977991518
+cos,-1+:2,2.03272300701967+:3.0518977991518
+cos,1+:-2,2.03272300701967+:3.0518977991518
+cos,-1.2+:4.3,13.3553042114774+:34.3392209642024
+cos,1.2+:-4.3,13.3553042114774+:34.3392209642024
+cos,1L%2L+:1,1.35418065670458+:-0.563421465230982
+cos,1L%2L+:3L%4L,1.13619147380335+:-0.394239642111583
+cos,3<:1,6.20193195969258<:-1.62155307254104
+cos,3<:-2.14159265358979,6.20193195969257<:-1.62155307254104
+cos,3.0<:-3,1.07751445241005<:-3.07241725532314
+cos,3.1<:2.5,3.21728657985303<:2.50707118166099
+cos,2L%3L<:2,1.15747143172116<:0.152985430170633
+cos,1L%2L<:3L%4L,0.996367993542271<:-0.125077153297551
+cos,-inf,nan
+cos,nan,nan
+tan,1,1.5574077246549
+tan,-1,-1.5574077246549
+tan,0,0.0
+tan,0.0,0.0
+tan,1.2,2.57215162212632
+tan,-1.2,-2.57215162212632
+tan,1L%3L,0.346253549510575
+tan,(-1L)%4L,-0.255341921221036
+tan,1+:2,0.0338128260798967+:1.01479361614663
+tan,-1+:2,-0.0338128260798967+:1.01479361614663
+tan,1+:-2,0.0338128260798967+:-1.01479361614663
+tan,-1.2+:4.3,-0.000248780909688767+:1.00027152283444
+tan,1.2+:-4.3,0.000248780909688767+:-1.00027152283444
+tan,1L%2L+:1,0.195577310065934+:0.842966204845783
+tan,1L%2L+:3L%4L,0.290893461829618+:0.736084170551191
+tan,3<:1,1.01285137354152<:1.57208043805203
+tan,3<:-2.14159265358979,1.01285137354152<:-1.56951221553776
+tan,3.0<:-3,0.434670817792307<:-1.23087040507334
+tan,3.1<:2.5,0.987754307548699<:1.52345266158086
+tan,2L%3L<:2,0.604622866949795<:1.90200517907412
+tan,1L%2L<:3L%4L,0.500518290482296<:0.833471276707398
+tan,-inf,nan
+tan,nan,nan
+ln,1,0.0
+ln,-1,0.0+:3.14159265358979
+ln,0,-inf
+ln,0.0,-inf
+ln,1.2,0.182321556793955
+ln,-1.2,0.182321556793955+:3.14159265358979
+ln,1L%3L,-1.09861228866811
+ln,(-1L)%4L,-1.38629436111989+:3.14159265358979
+ln,1+:2,0.80471895621705+:1.10714871779409
+ln,-1+:2,0.80471895621705+:2.0344439357957
+ln,1+:-2,0.80471895621705+:-1.10714871779409
+ln,-1.2+:4.3,1.49611306711235+:1.84294221732608
+ln,1.2+:-4.3,1.49611306711235+:-1.29865043626371
+ln,1L%2L+:1,0.111571775657105+:1.10714871779409
+ln,1L%2L+:3L%4L,-0.103819682389122+:0.982793723247329
+ln,3<:1,1.48558034478536<:0.738443417734099
+ln,3<:-2.14159265358979,2.40694163924312<:-1.09681203355936
+ln,3.0<:-3,3.19483160132308<:-1.21975934437627
+ln,3.1<:2.5,2.74409743593163<:1.14581484226141
+ln,2L%3L<:2,2.04068663784844<:1.77081795644967
+ln,1L%2L<:3L%4L,1.02125071060842<:2.31681982604851
+ln,-inf,inf+:3.14159265358979
+ln,nan,nan
+log,1,0.0
+log,-1,0.0+:1.36437635384184
+log,0,-inf
+log,0.0,-inf
+log,1.2,0.0791812460476248
+log,-1.2,0.0791812460476248+:1.36437635384184
+log,1L%3L,-0.477121254719662
+log,(-1L)%4L,-0.602059991327962+:1.36437635384184
+log,1+:2,0.349485002168009+:0.480828578784234
+log,-1+:2,0.349485002168009+:0.883547775057607
+log,1+:-2,0.349485002168009+:-0.480828578784234
+log,-1.2+:4.3,0.649753649350244+:0.800379635451262
+log,1.2+:-4.3,0.649753649350244+:-0.56399671839058
+log,1L%2L+:1,0.0484550065040282+:0.480828578784234
+log,1L%2L+:3L%4L,-0.045088315174544+:0.426821890855467
+log,3<:1,0.645179346164211<:0.738443417734099
+log,3<:-2.14159265358979,1.04532147218645<:-1.09681203355936
+log,3.0<:-3,1.38749773506474<:-1.21975934437627
+log,3.1<:2.5,1.19174637422997<:1.14581484226141
+log,2L%3L<:2,0.886258946111277<:1.77081795644967
+log,1L%2L<:3L%4L,0.443523548257011<:2.31681982604851
+log,-inf,inf+:1.36437635384184
+log,nan,nan
+exp,1,2.71828182845905
+exp,-1,0.367879441171442
+exp,0,1.0
+exp,0.0,1.0
+exp,1.2,3.32011692273655
+exp,-1.2,0.301194211912202
+exp,1L%3L,1.39561242508609
+exp,(-1L)%4L,0.778800783071405
+exp,1+:2,-1.13120438375681+:2.47172667200482
+exp,-1+:2,-0.153091865674226+:0.334511829239262
+exp,1+:-2,-1.13120438375681+:-2.47172667200482
+exp,-1.2+:4.3,-0.120718390769691+:-0.275943877300056
+exp,1.2+:-4.3,-1.33070011384152+:3.04177803063665
+exp,1L%2L+:1,0.890807904293129+:1.38735111132976
+exp,1L%2L+:3L%4L,1.20635100164679+:1.12383232258413
+exp,3<:1,5.05767513183927<:2.52441295442369
+exp,3<:-2.14159265358979,0.197719302630721<:-2.52441295442369
+exp,3.0<:-3,0.0513044651926248<:-0.423360024179602
+exp,3.1<:2.5,0.0834468640645693<:1.85526364672227
+exp,2L%3L<:2,0.757727676013212<:0.606198284550454
+exp,1L%2L<:3L%4L,1.44173094152246<:0.340819380011667
+exp,-inf,0.0
+exp,nan,nan
+atan,1,0.785398163397448
+atan,-1,-0.785398163397448
+atan,0,0.0
+atan,0.0,0.0
+atan,1.2,0.876058050598193
+atan,-1.2,-0.876058050598193
+atan,1L%3L,0.321750554396642
+atan,(-1L)%4L,-0.244978663126864
+atan,1+:2,1.33897252229449+:0.402359478108525
+atan,-1+:2,-1.33897252229449+:0.402359478108525
+atan,1+:-2,1.33897252229449+:-0.402359478108525
+atan,-1.2+:4.3,-1.50774129532113+:0.218342844644895
+atan,1.2+:-4.3,1.50774129532113+:-0.218342844644895
+atan,1L%2L+:1,0.90788749496088+:0.708303336014054
+atan,1L%2L+:3L%4L,0.692724188399601+:0.590213500279505
+atan,3<:1,1.37829430594262+:0.277918809215814
+atan,3<:-2.14159265358979,-1.37829430594262+:-0.277918809215814
+atan,3.0<:-3,-1.2514562387973+:-0.0424376137199477
+atan,3.1<:2.5,-1.30916663257012+:0.182562248419793
+atan,2L%3L<:2,-0.392386988985284+:0.609487349380993
+atan,1L%2L<:3L%4L,0.386520254485461+:0.305841704408549
+atan,-inf,-1.5707963267949
+atan,nan,nan
+asin,1,1.5707963267949
+asin,-1,-1.5707963267949
+asin,0,0.0
+asin,0.0,0.0
+asin,1.2,nan
+asin,-1.2,nan
+asin,1L%3L,0.339836909454122
+asin,(-1L)%4L,-0.252680255142079
+asin,1+:2,1.46783725642233+:-0.652507008444884
+asin,-1+:2,-0.427078586392475+:1.528570919481
+asin,1+:-2,0.427078586392476+:-1.528570919481
+asin,-1.2+:4.3,-0.265853221247092+:2.19988173922994
+asin,1.2+:-4.3,0.26585322124709+:-2.19988173922993
+asin,1L%2L+:1,1.16425299086589+:0.0607070375665663
+asin,1L%2L+:3L%4L,1.07765608825196+:0.0769964640772277
+asin,3<:1,1.52625913130154+:-1.15038039260516
+asin,3<:-2.14159265358979,-0.0164841832973784+:-1.64677129011767
+asin,3.0<:-3,-0.191829829869345+:0.118072277108134
+asin,3.1<:2.5,-0.90374717342567+:1.81806436268745
+asin,2L%3L<:2,-0.23762596948846+:0.589062385533765
+asin,1L%2L<:3L%4L,0.640642731202035+:0.197350122856685
+asin,-inf,nan
+asin,nan,nan
+acos,1,0.0
+acos,-1,3.14159265358979
+acos,0,1.5707963267949
+acos,0.0,1.5707963267949
+acos,1.2,nan
+acos,-1.2,nan
+acos,1L%3L,1.23095941734077
+acos,(-1L)%4L,1.82347658193698
+acos,1+:2,1.14371774040242+:-1.528570919481
+acos,-1+:2,1.59219225096909+:-1.43468662650293
+acos,1+:-2,0.102959070372571+:-0.652507008444884
+acos,-1.2+:4.3,1.57414021038985+:-2.16412406339493
+acos,1.2+:-4.3,0.0450678724709049+:-0.864279184310815
+acos,1L%2L+:1,1.22135726393768+:-0.926133031350183
+acos,1L%2L+:3L%4L,1.17251845325659+:-0.743320426325279
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+round,1L%3L,0L
+round,(-1L)%4L,0L
+round,1+:2,__failed__ (round (1+:2))
+round,-1+:2,__failed__ (round (-1+:2))
+round,1+:-2,__failed__ (round (1+:-2))
+round,-1.2+:4.3,__failed__ (round (-1.2+:4.3))
+round,1.2+:-4.3,__failed__ (round (1.2+:-4.3))
+round,1L%2L+:1,__failed__ (round (1L%2L+:1))
+round,1L%2L+:3L%4L,__failed__ (round (1L%2L+:3L%4L))
+round,3<:1,__failed__ (round (3<:1))
+round,3<:-2.14159265358979,__failed__ (round (3<:-2.14159265358979))
+round,3.0<:-3,__failed__ (round (3.0<:-3))
+round,3.1<:2.5,__failed__ (round (3.1<:2.5))
+round,2L%3L<:2,__failed__ (round (2L%3L<:2))
+round,1L%2L<:3L%4L,__failed__ (round (1L%2L<:3L%4L))
+round,-inf,-inf
+round,nan,nan
+frac,1,0
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+frac,0.0,0.0
+frac,1.2,0.2
+frac,-1.2,-0.2
+frac,1L%3L,1L%3L
+frac,(-1L)%4L,(-1L)%4L
+frac,1+:2,__failed__ (frac (1+:2))
+frac,-1+:2,__failed__ (frac (-1+:2))
+frac,1+:-2,__failed__ (frac (1+:-2))
+frac,-1.2+:4.3,__failed__ (frac (-1.2+:4.3))
+frac,1.2+:-4.3,__failed__ (frac (1.2+:-4.3))
+frac,1L%2L+:1,__failed__ (frac (1L%2L+:1))
+frac,1L%2L+:3L%4L,__failed__ (frac (1L%2L+:3L%4L))
+frac,3<:1,__failed__ (frac (3<:1))
+frac,3<:-2.14159265358979,__failed__ (frac (3<:-2.14159265358979))
+frac,3.0<:-3,__failed__ (frac (3.0<:-3))
+frac,3.1<:2.5,__failed__ (frac (3.1<:2.5))
+frac,2L%3L<:2,__failed__ (frac (2L%3L<:2))
+frac,1L%2L<:3L%4L,__failed__ (frac (1L%2L<:3L%4L))
+frac,-inf,nan
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+nanp,-inf,0
+nanp,nan,1
+*** BINARY ***
+(+),1,1,2
+(+),1,-1,0
+(+),1,0,1
+(+),1,0.0,1.0
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