On May 29, 2015, at 13:41 , Volker Braun wrote:
> Quick fix for the tarball download problem.
>
> As always, you can get the latest beta version from the "develop" git
> branch. Alternatively, the self-contained source tarball is at
> http://www.sagemath.org/download-latest.html
Built from the tarball on OS X, 10.6.8 (Dual 6-core Xeons) and 10.10.3
(Quad-core Core i7). On
10.6.8: build completed w/o problems. Testing ('ptestlong') blew chunks on
src/sage/doctest/control.py
I reran the build and testing completed w/o failures. The failure above is
attached below, in case there are bells to be rung. Logs available if needed
(FWIW).
10.10.3: build completed w/o problems. Testing ('ptestlong') had no failures.
Justin
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==============================control.py=========================
sage -t --long --warn-long 98.3 src/sage/doctest/control.py
**********************************************************************
File "src/sage/doctest/control.py", line 785, in
sage.doctest.control.DocTestController
.cleanup
Failed example:
DC.run()
Expected:
Running doctests with ID ...
Doctesting 1 file.
sage -t .../rings/infinity.py
[... tests, ... s]
----------------------------------------------------------------------
All tests passed!
----------------------------------------------------------------------
Total time for all tests: ... seconds
cpu time: ... seconds
cumulative wall time: ... seconds
0
Got:
Running doctests with ID 2015-05-30-11-13-12-c28babdb.
Git branch: develop
Doctesting 1 file.
sage -t /Users/Sage/sage-6.8.beta2/src/sage/rings/infinity.py
Timed out
**********************************************************************
Tests run before process (pid=21075) timed out:
sage: P = UnsignedInfinityRing; P ## line 46 ##
The Unsigned Infinity Ring
sage: P(5) ## line 48 ##
A number less than infinity
sage: P.ngens() ## line 50 ##
1
sage: unsigned_oo = P.0; unsigned_oo ## line 52 ##
Infinity
sage: 5 < unsigned_oo ## line 57 ##
True
sage: 5 > unsigned_oo ## line 59 ##
False
sage: unsigned_oo < 5 ## line 61 ##
False
sage: unsigned_oo > 5 ## line 63 ##
True
sage: oo ## line 68 ##
+Infinity
sage: oo is InfinityRing.0 ## line 70 ##
True
sage: oo is UnsignedInfinityRing.0 ## line 72 ##
False
sage: oo == UnsignedInfinityRing.0 ## line 74 ##
True
sage: unsigned_oo + 5 ## line 79 ##
Infinity
sage: (1/unsigned_oo) + 2 ## line 85 ##
2
sage: 32/5 - (2.439/unsigned_oo) ## line 87 ##
32/5
sage: unsigned_oo/0 ## line 93 ##
sage: 0/unsigned_oo ## line 104 ##
0
sage: unsigned_oo * 0 ## line 106 ##
sage: unsigned_oo/unsigned_oo ## line 110 ##
sage: P = InfinityRing; P ## line 120 ##
The Infinity Ring
sage: P(5) ## line 122 ##
A positive finite number
sage: oo ## line 127 ##
+Infinity
sage: 5 < oo ## line 132 ##
True
sage: P(-5) < P(5) ## line 134 ##
True
sage: P(2) < P(3) ## line 136 ##
False
sage: -oo < oo ## line 138 ##
True
sage: 2 * oo ## line 143 ##
+Infinity
sage: -2 * oo ## line 145 ##
-Infinity
sage: 1 - oo ## line 147 ##
-Infinity
sage: 1 / oo ## line 149 ##
0
sage: -1 / oo ## line 151 ##
0
sage: (1/oo) + 2 ## line 157 ##
2
sage: 32/5 - (2.439/-oo) ## line 159 ##
32/5
sage: oo - oo ## line 165 ##
sage: 0 * oo ## line 169 ##
sage: P(2) + P(-3) ## line 173 ##
sage: oo in RR, oo in RDF ## line 181 ##
(True, True)
sage: unsigned_infinity in RR, unsigned_infinity in RDF ## line 183 ##
(False, False)
sage: P = InfinityRing ## line 188 ##
sage: P == loads(dumps(P)) ## line 189 ##
True
sage: P(2) == loads(dumps(P(2))) ## line 194 ##
True
sage: loads(dumps(infinity)) is infinity ## line 200 ##
True
sage: m = Matrix([Infinity]) ## line 205 ##
sage: m.rows() ## line 206 ##
[(+Infinity)]
sage: sig_on_count() ## line 208 ##
0
sage: sage.rings.infinity.UnsignedInfinityRing_class() is
sage.rings.infinity.Unsig
nedInfinityRing_class() ## line 229 ##
True
sage: sig_on_count() ## line 231 ##
0
sage: [x._repr_() for x in [unsigned_infinity, oo, -oo]] ## line 245 ##
['Infinity', '+Infinity', '-Infinity']
sage: sig_on_count() ## line 247 ##
0
sage: [x._giac_init_() for x in [unsigned_infinity, oo, -oo]] ## line 254 ##
['infinity', '+infinity', '-infinity']
sage: sig_on_count() ## line 256 ##
0
sage: maxima(-oo) ## line 263 ##
minf
sage: [x._maxima_init_() for x in [unsigned_infinity, oo, -oo]] ## line 265
##
['inf', 'inf', 'minf']
sage: sig_on_count() ## line 267 ##
0
sage: pari(-oo) # indirect doctest ## line 298 ##
sage: pari(oo) ## line 302 ##
sage: sig_on_count() ## line 306 ##
0
sage: latex(oo) # indirect doctest ## line 315 ##
+\infty
sage: [x._latex_() for x in [unsigned_infinity, oo, -oo]] ## line 317 ##
['\\infty', '+\\infty', '-\\infty']
sage: sig_on_count() ## line 319 ##
0
sage: oo == oo ## line 328 ##
True
sage: oo < oo ## line 330 ##
False
sage: -oo < oo ## line 332 ##
True
sage: -oo < 3 < oo ## line 334 ##
True
sage: unsigned_infinity == 3 ## line 337 ##
False
sage: unsigned_infinity == unsigned_infinity ## line 339 ##
True
sage: unsigned_infinity == oo ## line 341 ##
True
sage: sig_on_count() ## line 343 ##
0
sage: [abs(x) for x in [UnsignedInfinityRing.gen(), oo, -oo]] ## line 355 ##
sage: oo.lcm(10) ## line 528 ##
+Infinity
sage: (-oo).lcm(10) ## line 530 ##
+Infinity
sage: sig_on_count() ## line 532 ##
0
sage: sage.rings.infinity.UnsignedInfinityRing_class() is
sage.rings.infinity.Unsig
nedInfinityRing_class() is UnsignedInfinityRing ## line 547 ##
True
sage: sig_on_count() ## line 549 ##
0
sage: UnsignedInfinityRing.ngens() ## line 558 ##
1
sage: len(UnsignedInfinityRing.gens()) ## line 560 ##
1
sage: sig_on_count() ## line 562 ##
0
sage: UnsignedInfinityRing.fraction_field() ## line 571 ##
sage: sig_on_count() ## line 575 ##
0
sage: UnsignedInfinityRing.gen() ## line 584 ##
Infinity
sage: UnsignedInfinityRing.gen(1) ## line 586 ##
sage: sig_on_count() ## line 590 ##
0
sage: UnsignedInfinityRing.gens() ## line 606 ##
[Infinity]
sage: sig_on_count() ## line 608 ##
0
sage: UnsignedInfinityRing.less_than_infinity() ## line 617 ##
A number less than infinity
sage: UnsignedInfinityRing(5) is UnsignedInfinityRing.less_than_infinity()
## line
619 ##
True
sage: sig_on_count() ## line 621 ##
0
sage: UnsignedInfinityRing._repr_() ## line 634 ##
'The Unsigned Infinity Ring'
sage: sig_on_count() ## line 636 ##
0
sage: infinity == UnsignedInfinityRing.gen() ## line 645 ##
True
sage: UnsignedInfinityRing(3) == UnsignedInfinityRing(-19.5) ## line 647 ##
True
sage: sig_on_count() ## line 649 ##
0
sage: UnsignedInfinityRing(2) # indirect doctest ## line 660 ##
A number less than infinity
sage: UnsignedInfinityRing(I) ## line 662 ##
A number less than infinity
sage: UnsignedInfinityRing(unsigned_infinity) ## line 664 ##
Infinity
sage: UnsignedInfinityRing(oo) ## line 666 ##
Infinity
sage: UnsignedInfinityRing(-oo) ## line 668 ##
Infinity
sage: K.<a> = QuadraticField(3) ## line 670 ##
sage: UnsignedInfinityRing(a) ## line 671 ##
A number less than infinity
sage: UnsignedInfinityRing(a - 2) ## line 673 ##
A number less than infinity
sage: UnsignedInfinityRing(RDF(oo)), UnsignedInfinityRing(RDF(-oo)) ## line
675 ##
(Infinity, Infinity)
sage: UnsignedInfinityRing(RR(oo)), UnsignedInfinityRing(RR(-oo)) ## line
677 ##
(Infinity, Infinity)
sage: UnsignedInfinityRing(CDF(oo)), UnsignedInfinityRing(CDF(-oo)) ## line
679 ##
(Infinity, Infinity)
sage: UnsignedInfinityRing(CC(oo)), UnsignedInfinityRing(CC(-oo)) ## line
681 ##
(Infinity, Infinity)
sage: UnsignedInfinityRing(RIF(oo)), UnsignedInfinityRing(RIF(-oo)) ## line
683 ##
(Infinity, Infinity)
sage: UnsignedInfinityRing(float('+inf')),
UnsignedInfinityRing(float('-inf')) ## l
ine 685 ##
(Infinity, Infinity)
sage: UnsignedInfinityRing(SR(oo)), UnsignedInfinityRing(SR(-oo)) ## line
687 ##
(Infinity, Infinity)
sage: RR(oo).is_infinity() ## line 692 ##
True
sage: SR(oo).is_infinity() ## line 694 ##
True
sage: sig_on_count() ## line 696 ##
0
sage: UnsignedInfinityRing.has_coerce_map_from(int) # indirect doctest ##
line 729
##
True
sage: UnsignedInfinityRing.has_coerce_map_from(CC) ## line 731 ##
True
sage: UnsignedInfinityRing.has_coerce_map_from(QuadraticField(-163, 'a'))
## line 7
33 ##
True
sage: UnsignedInfinityRing.has_coerce_map_from(QQ^3) ## line 735 ##
False
sage: UnsignedInfinityRing.has_coerce_map_from(SymmetricGroup(13)) ## line
737 ##
False
sage: sig_on_count() ## line 739 ##
0
sage: sage.rings.infinity.LessThanInfinity() is UnsignedInfinityRing(5) ##
line 751
##
True
sage: sig_on_count() ## line 753 ##
0
sage: UnsignedInfinityRing(5)._repr_() ## line 762 ##
'A number less than infinity'
sage: sig_on_count() ## line 764 ##
0
sage: UnsignedInfinityRing(5)._latex_() ## line 773 ##
'(<\\infty)'
sage: sig_on_count() ## line 775 ##
0
sage: UnsignedInfinityRing(5) + UnsignedInfinityRing(-3) # indirect doctest
## line
782 ##
A number less than infinity
sage: UnsignedInfinityRing(5) + unsigned_infinity ## line 784 ##
Infinity
sage: sig_on_count() ## line 786 ##
0
sage: UnsignedInfinityRing(5) - UnsignedInfinityRing(-3) # indirect doctest
## line
795 ##
A number less than infinity
sage: UnsignedInfinityRing(5) - unsigned_infinity ## line 797 ##
Infinity
sage: sig_on_count() ## line 799 ##
0
sage: UnsignedInfinityRing(4) * UnsignedInfinityRing(-3) # indirect doctest
## line
808 ##
A number less than infinity
sage: 5 * unsigned_infinity ## line 810 ##
sage: unsigned_infinity * unsigned_infinity ## line 814 ##
Infinity
sage: sig_on_count() ## line 816 ##
0
sage: UnsignedInfinityRing(2) / UnsignedInfinityRing(5) # indirect doctest
## line
827 ##
sage: 1 / unsigned_infinity ## line 831 ##
0
sage: sig_on_count() ## line 833 ##
0
sage: 1 == unsigned_infinity ## line 844 ##
False
sage: sig_on_count() ## line 846 ##
0
sage: sage.rings.infinity.UnsignedInfinity() is
sage.rings.infinity.UnsignedInfinit
y() is unsigned_infinity ## line 863 ##
True
sage: sig_on_count() ## line 865 ##
0
sage: unsigned_infinity * unsigned_infinity # indirect doctest ## line 874
##
Infinity
sage: unsigned_infinity * 0 ## line 876 ##
sage: unsigned_infinity * 3 ## line 880 ##
sage: sig_on_count() ## line 884 ##
0
sage: sage.rings.infinity.is_Infinite(oo) ## line 899 ##
True
sage: sage.rings.infinity.is_Infinite(-oo) ## line 901 ##
True
sage: sage.rings.infinity.is_Infinite(unsigned_infinity) ## line 903 ##
True
sage: sage.rings.infinity.is_Infinite(3) ## line 905 ##
False
sage: sage.rings.infinity.is_Infinite(RR(infinity)) ## line 907 ##
False
sage: sage.rings.infinity.is_Infinite(ZZ) ## line 909 ##
False
sage: sig_on_count() ## line 911 ##
0
sage: sage.rings.infinity.InfinityRing_class() is
sage.rings.infinity.InfinityRing_
class() is InfinityRing ## line 927 ##
True
sage: sig_on_count() ## line 929 ##
0
sage: InfinityRing.fraction_field() ## line 938 ##
sage: sig_on_count() ## line 942 ##
0
sage: InfinityRing.ngens() ## line 951 ##
2
sage: len(InfinityRing.gens()) ## line 953 ##
2
sage: sig_on_count() ## line 955 ##
0
sage: InfinityRing.gen(0) ## line 964 ##
+Infinity
sage: InfinityRing.gen(1) ## line 966 ##
-Infinity
sage: InfinityRing.gen(2) ## line 968 ##
sage: sig_on_count() ## line 972 ##
0
sage: InfinityRing.gens() ## line 994 ##
[+Infinity, -Infinity]
sage: sig_on_count() ## line 996 ##
0
sage: InfinityRing.is_zero() ## line 1005 ##
False
sage: sig_on_count() ## line 1007 ##
0
sage: InfinityRing.is_commutative() ## line 1016 ##
True
sage: sig_on_count() ## line 1018 ##
0
sage: InfinityRing._repr_() ## line 1027 ##
'The Infinity Ring'
sage: sig_on_count() ## line 1029 ##
0
sage: InfinityRing == InfinityRing ## line 1038 ##
True
sage: InfinityRing == UnsignedInfinityRing ## line 1040 ##
False
sage: sig_on_count() ## line 1042 ##
0
sage: InfinityRing(-oo) # indirect doctest ## line 1053 ##
-Infinity
sage: InfinityRing(3) ## line 1055 ##
A positive finite number
sage: InfinityRing(-1.5) ## line 1057 ##
A negative finite number
sage: [InfinityRing(a) for a in [-2..2]] ## line 1059 ##
[A negative finite number,
A negative finite number,
Zero,
A positive finite number,
A positive finite number]
sage: K.<a> = QuadraticField(3) ## line 1061 ##
sage: InfinityRing(a) ## line 1062 ##
A positive finite number
sage: InfinityRing(a - 2) ## line 1064 ##
A negative finite number
sage: InfinityRing(RDF(oo)), InfinityRing(RDF(-oo)) ## line 1066 ##
(+Infinity, -Infinity)
sage: InfinityRing(RR(oo)), InfinityRing(RR(-oo)) ## line 1068 ##
(+Infinity, -Infinity)
sage: InfinityRing(RIF(oo)), InfinityRing(RIF(-oo)) ## line 1070 ##
(+Infinity, -Infinity)
sage: InfinityRing(float('+inf')), InfinityRing(float('-inf')) ## line 1072
##
(+Infinity, -Infinity)
sage: InfinityRing(SR(oo)), InfinityRing(SR(-oo)) ## line 1074 ##
(+Infinity, -Infinity)
sage: RR(oo).is_positive_infinity(), RR(-oo).is_negative_infinity() ## line
1080 ##
(True, True)
sage: SR(oo).is_positive_infinity(), SR(-oo).is_negative_infinity() ## line
1082 ##
(True, True)
sage: i_infinity = CC(0, oo) ## line 1088 ##
sage: InfinityRing(CC(oo)), InfinityRing(CC(-oo)) ## line 1089 ##
(+Infinity, -Infinity)
sage: InfinityRing(i_infinity) ## line 1091 ##
sage: InfinityRing(CDF(oo)), InfinityRing(CDF(-oo)) ## line 1095 ##
(+Infinity, -Infinity)
sage: InfinityRing(CDF(i_infinity)) ## line 1097 ##
sage: sig_on_count() ## line 1101 ##
0
sage: InfinityRing.has_coerce_map_from(int) # indirect doctest ## line 1152
##
True
sage: InfinityRing.has_coerce_map_from(AA) ## line 1154 ##
True
sage: InfinityRing.has_coerce_map_from(RDF) ## line 1156 ##
True
sage: InfinityRing.has_coerce_map_from(RIF) ## line 1158 ##
True
sage: cm = get_coercion_model() ## line 1164 ##
sage: cm.explain(AA(3), oo, operator.lt) ## line 1165 ##
Coercion on left operand via
Conversion map:
From: Algebraic Real Field
To: The Infinity Ring
Arithmetic performed after coercions.
Result lives in The Infinity Ring
The Infinity Ring
sage: SR.has_coerce_map_from(InfinityRing) ## line 1178 ##
True
sage: InfinityRing.has_coerce_map_from(SR) ## line 1180 ##
False
sage: InfinityRing.has_coerce_map_from(CDF) ## line 1188 ##
False
sage: InfinityRing.has_coerce_map_from(CC) ## line 1190 ##
False
sage: CC(0, oo) < CC(1) # does not coerce to infinity ring ## line 1192 ##
True
sage: sig_on_count() ## line 1194 ##
0
sage: sage.rings.infinity.FiniteNumber(InfinityRing, 1) ## line 1218 ##
A positive finite number
sage: sage.rings.infinity.FiniteNumber(InfinityRing, -1) ## line 1220 ##
A negative finite number
sage: sage.rings.infinity.FiniteNumber(InfinityRing, 0) ## line 1222 ##
Zero
sage: sig_on_count() ## line 1224 ##
0
sage: P = InfinityRing ## line 1234 ##
sage: -oo < P(-5) < P(0) < P(1.5) < oo ## line 1235 ##
True
sage: P(1) < P(100) ## line 1237 ##
False
sage: P(-1) == P(-100) ## line 1239 ##
True
sage: sig_on_count() ## line 1241 ##
0
sage: P = InfinityRing ## line 1252 ##
sage: 4 + oo # indirect doctest ## line 1253 ##
+Infinity
sage: P(4) + P(2) ## line 1255 ##
A positive finite number
sage: P(-1) + P(1) ## line 1257 ##
sage: sig_on_count() ## line 1261 ##
0
sage: P = InfinityRing ## line 1272 ##
sage: 0 * oo # indirect doctest ## line 1273 ##
sage: -1 * oo ## line 1277 ##
-Infinity
sage: -2 * oo ## line 1279 ##
-Infinity
sage: 3 * oo ## line 1281 ##
+Infinity
sage: -oo * oo ## line 1283 ##
-Infinity
sage: P(0) * 3 ## line 1285 ##
0
sage: P(-3) * P(2/3) ## line 1287 ##
A negative finite number
sage: sig_on_count() ## line 1289 ##
0
sage: P = InfinityRing ## line 1311 ##
sage: 1 / oo # indirect doctest ## line 1312 ##
0
sage: oo / 4 ## line 1314 ##
+Infinity
sage: oo / -4 ## line 1316 ##
-Infinity
sage: P(1) / P(-4) ## line 1318 ##
A negative finite number
sage: sig_on_count() ## line 1320 ##
0
sage: P = InfinityRing ## line 1327 ##
sage: 4 - oo # indirect doctest ## line 1328 ##
-Infinity
sage: 5 - -oo ## line 1330 ##
+Infinity
sage: P(44) - P(4) ## line 1332 ##
sage: P(44) - P(-1) ## line 1336 ##
A positive finite number
sage: sig_on_count() ## line 1338 ##
0
sage: P = InfinityRing ## line 1345 ##
sage: ~P(2) ## line 1346 ##
A positive finite number
sage: ~P(-7) ## line 1348 ##
A negative finite number
sage: ~P(0) ## line 1350 ##
sage: sig_on_count() ## line 1354 ##
0
sage: a = InfinityRing(5); a ## line 1363 ##
A positive finite number
sage: -a # indirect doctest ## line 1365 ##
A negative finite number
sage: -(-a) == a ## line 1367 ##
True
sage: -InfinityRing(0) ## line 1369 ##
Zero
sage: sig_on_count() ## line 1371 ##
0
sage: InfinityRing(-2)._repr_() ## line 1380 ##
'A negative finite number'
sage: InfinityRing(7)._repr_() ## line 1382 ##
'A positive finite number'
sage: InfinityRing(0)._repr_() ## line 1384 ##
'Zero'
sage: sig_on_count() ## line 1386 ##
0
sage: a = InfinityRing(pi); a ## line 1399 ##
A positive finite number
sage: a._latex_() ## line 1401 ##
'A positive finite number'
sage: [latex(InfinityRing(a)) for a in [-2..2]] ## line 1403 ##
[A negative finite number,
A negative finite number,
Zero,
A positive finite number,
A positive finite number]
sage: sig_on_count() ## line 1405 ##
0
sage: abs(InfinityRing(-3)) ## line 1412 ##
A positive finite number
sage: abs(InfinityRing(3)) ## line 1414 ##
A positive finite number
sage: abs(InfinityRing(0)) ## line 1416 ##
Zero
sage: sig_on_count() ## line 1418 ##
0
sage: InfinityRing(7).sqrt() ## line 1427 ##
A positive finite number
sage: InfinityRing(0).sqrt() ## line 1429 ##
Zero
sage: InfinityRing(-.001).sqrt() ## line 1431 ##
sage: sig_on_count() ## line 1435 ##
0
sage: sage.rings.infinity.MinusInfinity() is
sage.rings.infinity.MinusInfinity() is -oo ## line 1451 ##
True
sage: sig_on_count() ## line 1453 ##
0
sage: -(-oo) # indirect doctest ## line 1460 ##
+Infinity
sage: sig_on_count() ## line 1462 ##
0
sage: (-oo).sqrt() ## line 1469 ##
sage: sig_on_count() ## line 1473 ##
0
sage: import sympy ## line 1485 ##
sage: bool(-oo == -sympy.oo) ## line 1486 ##
True
sage: bool(SR(-oo) == -sympy.oo) ## line 1488 ##
True
sage: bool((-oo)._sympy_() == -sympy.oo) ## line 1490 ##
True
sage: sig_on_count() ## line 1493 ##
0
sage: gap(-Infinity) ## line 1503 ##
-infinity
sage: libgap(-Infinity) ## line 1505 ##
<BLANKLINE>
**********************************************************************
----------------------------------------------------------------------
sage -t /Users/Sage/sage-6.8.beta2/src/sage/rings/infinity.py # Timed out
----------------------------------------------------------------------
Total time for all tests: 300.1 seconds
cpu time: 0.0 seconds
cumulative wall time: 0.0 seconds
4
**********************************************************************
File "src/sage/doctest/control.py", line 1000, in
sage.doctest.control.run_doctests
Warning, slow doctest:
run_doctests(sage.rings.infinity)
Test ran for 115.43 s
**********************************************************************
1 item had failures:
1 of 12 in sage.doctest.control.DocTestController.cleanup
[175 tests, 1 failure, 419.13 s]
=================================================================
--
Justin C. Walker, Curmudgeon at Large
Director
Institute for the Enhancement of the Director's income
-----------
Question 43:
What if the hokey pokey
really *is* what it’s all about?
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