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Re: [Axiom-developer] new problem compiling wh-sandbox, rev 470 (urgent.
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From: |
Martin Rubey |
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Subject: |
Re: [Axiom-developer] new problem compiling wh-sandbox, rev 470 (urgent...) |
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Date: |
28 Mar 2007 14:28:19 +0200 |
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User-agent: |
Gnus/5.09 (Gnus v5.9.0) Emacs/21.4 |
Martin Rubey <address@hidden> writes:
> Dear Gaby,
>
> thanks for the hint. It seems, however, that I had a singular problem. Wiping
> out tmp and starting fresh seems to work.
Ai, it does not. Now it fails for ISUPS. Please help, I need it tomorrow for a
presentation!
compiling ISUPS.c by hand using
gcc -c -Wall -DVOL=volatile -fsigned-char -pipe
-I/home/martin/ax-build/build/i686-pc-linux/lib/gcl-2.6.8/unixport/../h -O3
-fomit-frame-pointer -c "ISUPS.NRLIB/ISUPS.c" -o "ISUPS.NRLIB/ISUPS.o" -w
produced an ISUPS.o, but running make again failed at the same point.
Martin
gcc -v
Using built-in specs.
Target: i486-linux-gnu
Configured with: ../src/configure -v
--enable-languages=c,c++,java,f95,objc,ada,treelang --prefix=/usr
--enable-shared --with-system-zlib --libexecdir=/usr/lib
--without-included-gettext --enable-threads=posix --enable-nls
--program-suffix=-4.0 --enable-__cxa_atexit --enable-clocale=gnu
--enable-libstdcxx-debug --enable-java-awt=gtk-default --enable-gtk-cairo
--with-java-home=/usr/lib/jvm/java-1.4.2-gcj-4.0-1.4.2.0/jre --enable-mpfr
--disable-werror --with-tune=pentium4 --enable-checking=release i486-linux-gnu
Thread model: posix
gcc version 4.0.3 (Ubuntu 4.0.3-1ubuntu5)
here is the end of the trace file:
(1) -> GCL (GNU Common Lisp) 2.6.8 CLtL1 Mar 28 2007 11:19:58
Source License: LGPL(gcl,gmp), GPL(unexec,bfd,xgcl)
Binary License: GPL due to GPL'ed components: (BFD UNEXEC)
Modifications of this banner must retain notice of a compatible license
Dedicated to the memory of W. Schelter
Use (help) to get some basic information on how to use GCL.
Temporary directory for compiler files set to /tmp/
AXIOM Computer Algebra System
Version: Axiom build-improvements branch 2006-11-26
Timestamp: Wednesday March 28, 2007 at 11:41:41
-----------------------------------------------------------------------------
Issue )copyright to view copyright notices.
Issue )summary for a summary of useful system commands.
Issue )quit to leave AXIOM and return to shell.
-----------------------------------------------------------------------------
Using local database
/home/martin/wh-sandbox/src/share/algebra/compress.daase.. Using local
database /home/martin/wh-sandbox/src/share/algebra/interp.daase..
Using local database
/home/martin/wh-sandbox/src/share/algebra/operation.daase..
Using local database
/home/martin/wh-sandbox/src/share/algebra/category.daase..
Using local database /home/martin/wh-sandbox/src/share/algebra/browse.daase..
(1) -> Loading /home/martin/ax-build/target/i686-pc-linux/autoload/apply.
Loading /home/martin/ax-build/target/i686-pc-linux/autoload/c-doc.
Loading /home/martin/ax-build/target/i686-pc-linux/autoload/c-util.
Loading /home/martin/ax-build/target/i686-pc-linux/autoload/profile.
Loading /home/martin/ax-build/target/i686-pc-linux/autoload/category.
Loading /home/martin/ax-build/target/i686-pc-linux/autoload/compiler.
Loading /home/martin/ax-build/target/i686-pc-linux/autoload/define.
Loading /home/martin/ax-build/target/i686-pc-linux/autoload/functor.
Loading /home/martin/ax-build/target/i686-pc-linux/autoload/info.
Loading /home/martin/ax-build/target/i686-pc-linux/autoload/iterator.
Loading /home/martin/ax-build/target/i686-pc-linux/autoload/modemap.
Loading /home/martin/ax-build/target/i686-pc-linux/autoload/nruncomp.
Loading /home/martin/ax-build/target/i686-pc-linux/autoload/package.
Loading /home/martin/ax-build/target/i686-pc-linux/autoload/htcheck.
Warning: macro table not found
Compiling AXIOM source code from file
/home/martin/ax-build/int/algebra/ISUPS.spad using old system
compiler.
Loading /home/martin/ax-build/target/i686-pc-linux/autoload/parsing.
Loading /home/martin/ax-build/target/i686-pc-linux/autoload/bootlex.
Loading /home/martin/ax-build/target/i686-pc-linux/autoload/def.
Loading /home/martin/ax-build/target/i686-pc-linux/autoload/fnewmeta.
Loading /home/martin/ax-build/target/i686-pc-linux/autoload/metalex.
Loading /home/martin/ax-build/target/i686-pc-linux/autoload/metameta.
Loading /home/martin/ax-build/target/i686-pc-linux/autoload/parse.
Loading /home/martin/ax-build/target/i686-pc-linux/autoload/postpar.
Loading /home/martin/ax-build/target/i686-pc-linux/autoload/preparse.
ISUPS abbreviates domain InnerSparseUnivariatePowerSeries
processing macro definition B ==> Boolean
processing macro definition COM ==> OrderedCompletion Integer
processing macro definition I ==> Integer
processing macro definition L ==> List
processing macro definition NNI ==> NonNegativeInteger
processing macro definition OUT ==> OutputForm
processing macro definition PI ==> PositiveInteger
processing macro definition REF ==> Reference OrderedCompletion Integer
processing macro definition RN ==> Fraction Integer
processing macro definition Term ==> Record(k: Integer,c: Coef)
processing macro definition SG ==> String
processing macro definition ST ==> Stream Record(k: Integer,c: Coef)
processing macro definition Exports ==> -- the constructor category
processing macro definition Implementation ==> -- the constructor capsule
------------------------------------------------------------------------
initializing NRLIB ISUPS for InnerSparseUnivariatePowerSeries
compiling into NRLIB ISUPS
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/UPSCAT.o
for category UnivariatePowerSeriesCategory
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/PSCAT.o
for category PowerSeriesCategory
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/AMR.o for
category AbelianMonoidRing
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/RING.o
for category Ring
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/RNG.o for
category Rng
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/ABELGRP.o
for category AbelianGroup
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/CABMON.o
for category CancellationAbelianMonoid
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/ABELMON.o
for category AbelianMonoid
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/ABELSG.o
for category AbelianSemiGroup
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/SETCAT.o
for category SetCategory
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/BASTYPE.o
for category BasicType
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/KOERCE.o
for category CoercibleTo
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/SGROUP.o
for category SemiGroup
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/MONOID.o
for category Monoid
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/LMODULE.o
for category LeftModule
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/BMODULE.o
for category BiModule
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/RMODULE.o
for category RightModule
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/COMRING.o
for category CommutativeRing
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/ALGEBRA.o
for category Algebra
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/MODULE.o
for category Module
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/CHARZ.o
for category CharacteristicZero
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/CHARNZ.o
for category CharacteristicNonZero
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/INTDOM.o
for category IntegralDomain
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/ENTIRER.o
for category EntireRing
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/ELTAB.o
for category Eltable
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/DIFRING.o
for category DifferentialRing
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/PDRING.o
for category PartialDifferentialRing
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/INS.o for
category IntegerNumberSystem
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/UFD.o for
category UniqueFactorizationDomain
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/GCDDOM.o
for category GcdDomain
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/EUCDOM.o
for category EuclideanDomain
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/PID.o for
category PrincipalIdealDomain
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/OINTDOM.o
for category OrderedIntegralDomain
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/ORDRING.o
for category OrderedRing
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/OAGROUP.o
for category OrderedAbelianGroup
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/OCAMON.o
for category OrderedCancellationAbelianMonoid
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/OAMON.o
for category OrderedAbelianMonoid
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/OASGP.o
for category OrderedAbelianSemiGroup
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/ORDSET.o
for category OrderedSet
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/KONVERT.o
for category ConvertibleTo
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/RETRACT.o
for category RetractableTo
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/LINEXP.o
for category LinearlyExplicitRingOver
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/PATMAB.o
for category PatternMatchable
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/CFCAT.o
for category CombinatorialFunctionCategory
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/REAL.o
for category RealConstant
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/STEP.o
for category StepThrough
importing Reference OrderedCompletion Integer
compiling local makeTerm : (Integer,Coef) -> Record(k: Integer,c: Coef)
ISUPS;makeTerm is replaced by CONS
Time: 0.13 SEC.
compiling local getCoef : Record(k: Integer,c: Coef) -> Coef
ISUPS;getCoef is replaced by QCDR
Time: 0 SEC.
compiling local getExpon : Record(k: Integer,c: Coef) -> Integer
ISUPS;getExpon is replaced by QCAR
Time: 0.01 SEC.
compiling exported makeSeries : (Reference OrderedCompletion Integer,Stream
Record(k: Integer,c: Coef)) -> $
ISUPS;makeSeries;RS$;4 is replaced by CONS
Time: 0.10 SEC.
compiling exported getRef : $ -> Reference OrderedCompletion Integer
ISUPS;getRef;$R;5 is replaced by QCAR
Time: 0 SEC.
compiling exported getStream : $ -> Stream Record(k: Integer,c: Coef)
ISUPS;getStream;$S;6 is replaced by QCDR
Time: 0.01 SEC.
compiling exported monomial : (Coef,Integer) -> $
Time: 0.01 SEC.
compiling exported monomial? : $ -> Boolean
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/BOOLEAN.o
for domain Boolean
Time: 0.01 SEC.
compiling exported coerce : Integer -> $
Time: 0.01 SEC.
compiling exported coerce : Coef -> $
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/INT.o for
domain Integer
Time: 0.01 SEC.
compiling local iSeries : (Stream Record(k: Integer,c: Coef),Reference
OrderedCompletion Integer) -> Stream Record(k: Integer,c: Coef)
Time: 0.03 SEC.
compiling exported series : Stream Record(k: Integer,c: Coef) -> $
Time: 0.02 SEC.
compiling exported characteristic : () -> NonNegativeInteger
Time: 0 SEC.
compiling exported Zero : () -> $
Time: 0.01 SEC.
compiling exported One : () -> $
Time: 0 SEC.
compiling local iExtend : (Stream Record(k: Integer,c:
Coef),OrderedCompletion Integer,Reference OrderedCompletion Integer) -> Stream
Record(k: Integer,c: Coef)
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/OM.o for
category OpenMath
Time: 0.02 SEC.
compiling exported extend : ($,Integer) -> $
Time: 0.02 SEC.
compiling exported complete : $ -> $
Time: 0.01 SEC.
compiling local iTruncate0 : (Stream Record(k: Integer,c: Coef),Reference
OrderedCompletion Integer,Reference OrderedCompletion Integer,OrderedCompletion
Integer,Integer,Integer) -> Stream Record(k: Integer,c: Coef)
Time: 0.28 SEC.
compiling local iTruncate : ($,OrderedCompletion Integer,Integer) -> $
Time: 0.03 SEC.
compiling exported truncate : ($,Integer) -> $
Time: 0.01 SEC.
compiling exported truncate : ($,Integer,Integer) -> $
Time: 0.01 SEC.
compiling local iCoefficient : (Stream Record(k: Integer,c: Coef),Integer)
-> Coef
Time: 0.02 SEC.
compiling exported coefficient : ($,Integer) -> Coef
Time: 0.01 SEC.
compiling exported elt : ($,Integer) -> Coef
Time: 0.01 SEC.
compiling local iOrder : (Stream Record(k: Integer,c:
Coef),OrderedCompletion Integer,Reference OrderedCompletion Integer) -> Integer
Time: 0.04 SEC.
compiling exported order : $ -> Integer
Time: 0.02 SEC.
compiling exported order : ($,Integer) -> Integer
Time: 0.01 SEC.
compiling exported terms : $ -> Stream Record(k: Integer,c: Coef)
Time: 0.09 SEC.
compiling exported zero? : $ -> Boolean
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/SINT.o
for domain SingleInteger
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/NNI.o for
domain NonNegativeInteger
Time: 0.06 SEC.
compiling exported = : ($,$) -> Boolean
Time: 0 SEC.
compiling local iMap1 : ((Coef,Integer) -> Coef,Integer ->
Integer,Boolean,Stream Record(k: Integer,c: Coef),Reference OrderedCompletion
Integer,Reference OrderedCompletion Integer,Integer) -> Stream Record(k:
Integer,c: Coef)
Time: 0.73 SEC.
compiling local iMap2 : ((Coef,Integer) -> Coef,Integer ->
Integer,Boolean,$) -> $
Time: 0.07 SEC.
compiling exported map : (Coef -> Coef,$) -> $
Time: 0 SEC.
compiling exported differentiate : $ -> $
Time: 0.02 SEC.
compiling exported multiplyCoefficients : (Integer -> Coef,$) -> $
Time: 0.01 SEC.
compiling exported multiplyExponents : ($,PositiveInteger) -> $
Time: 0.01 SEC.
compiling local iPlus1 : ((Coef,Coef) -> Coef,Stream Record(k: Integer,c:
Coef),Reference OrderedCompletion Integer,Stream Record(k: Integer,c:
Coef),Reference OrderedCompletion Integer,Reference OrderedCompletion
Integer,Integer) -> Stream Record(k: Integer,c: Coef)
Time: 2.06 SEC.
compiling local iPlus2 : ((Coef,Coef) -> Coef,$,$) -> $
Time: 0.19 SEC.
compiling exported + : ($,$) -> $
Time: 0.01 SEC.
compiling exported - : ($,$) -> $
Time: 0 SEC.
compiling exported - : $ -> $
Time: 0.01 SEC.
compiling exported * : (Integer,$) -> $
Time: 0.01 SEC.
compiling exported * : (NonNegativeInteger,$) -> $
Time: 0.02 SEC.
compiling exported * : (PositiveInteger,$) -> $
Time: 0.02 SEC.
compiling local productByTerm : (Coef,Integer,Stream Record(k: Integer,c:
Coef),Reference OrderedCompletion Integer,Reference OrderedCompletion
Integer,Integer) -> Stream Record(k: Integer,c: Coef)
Time: 0.01 SEC.
compiling local productLazyEval : (Stream Record(k: Integer,c:
Coef),Reference OrderedCompletion Integer,Stream Record(k: Integer,c:
Coef),Reference OrderedCompletion Integer,OrderedCompletion Integer) -> Void
Time: 0.06 SEC.
compiling local iTimes : (Stream Record(k: Integer,c: Coef),Reference
OrderedCompletion Integer,Stream Record(k: Integer,c: Coef),Reference
OrderedCompletion Integer,Reference OrderedCompletion Integer,Integer) ->
Stream Record(k: Integer,c: Coef)
Time: 1.44 SEC.
compiling exported * : ($,$) -> $
Time: 0.20 SEC.
compiling local iDivide : (Stream Record(k: Integer,c: Coef),Reference
OrderedCompletion Integer,Stream Record(k: Integer,c: Coef),Reference
OrderedCompletion Integer,Coef,Integer,Reference OrderedCompletion
Integer,Integer) -> Stream Record(k: Integer,c: Coef)
Time: 3.32 SEC.
compiling local divide : ($,Integer,$,Integer,Coef) -> $
Time: 0.05 SEC.
compiling exported iExquo : ($,$,Boolean) -> Union($,failed)
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/PI.o for
domain PositiveInteger
Time: 0.13 SEC.
compiling exported taylorQuoByVar : $ -> $
Time: 0.01 SEC.
compiling local compose0 : (Stream Record(k: Integer,c: Coef),Reference
OrderedCompletion Integer,Stream Record(k: Integer,c: Coef),Reference
OrderedCompletion Integer,Integer,$,$,Integer,Reference OrderedCompletion
Integer,Integer) -> Stream Record(k: Integer,c: Coef)
Time: 4.92 SEC.
compiling exported iCompose : ($,$) -> $
Time: 0.15 SEC.
****** Domain: Coef already in scope
augmenting Coef: (Algebra (Fraction (Integer)))
augmenting $: (SIGNATURE $ integrate ($ $))
augmenting $: (SIGNATURE $ cPower ($ $ Coef))
augmenting $: (SIGNATURE $ cRationalPower ($ $ (Fraction (Integer))))
augmenting $: (SIGNATURE $ cExp ($ $))
augmenting $: (SIGNATURE $ cLog ($ $))
augmenting $: (SIGNATURE $ cSin ($ $))
augmenting $: (SIGNATURE $ cCos ($ $))
augmenting $: (SIGNATURE $ cTan ($ $))
augmenting $: (SIGNATURE $ cCot ($ $))
augmenting $: (SIGNATURE $ cSec ($ $))
augmenting $: (SIGNATURE $ cCsc ($ $))
augmenting $: (SIGNATURE $ cAsin ($ $))
augmenting $: (SIGNATURE $ cAcos ($ $))
augmenting $: (SIGNATURE $ cAtan ($ $))
augmenting $: (SIGNATURE $ cAcot ($ $))
augmenting $: (SIGNATURE $ cAsec ($ $))
augmenting $: (SIGNATURE $ cAcsc ($ $))
augmenting $: (SIGNATURE $ cSinh ($ $))
augmenting $: (SIGNATURE $ cCosh ($ $))
augmenting $: (SIGNATURE $ cTanh ($ $))
augmenting $: (SIGNATURE $ cCoth ($ $))
augmenting $: (SIGNATURE $ cSech ($ $))
augmenting $: (SIGNATURE $ cCsch ($ $))
augmenting $: (SIGNATURE $ cAsinh ($ $))
augmenting $: (SIGNATURE $ cAcosh ($ $))
augmenting $: (SIGNATURE $ cAtanh ($ $))
augmenting $: (SIGNATURE $ cAcoth ($ $))
augmenting $: (SIGNATURE $ cAsech ($ $))
augmenting $: (SIGNATURE $ cAcsch ($ $))
compiling exported integrate : $ -> $
Time: 0.06 SEC.
processing macro definition Ys ==> elt(ParadoxicalCombinatorsForStreams
Record(k: Integer,c: Coef),Y)
compiling local integ0 : (Stream Record(k: Integer,c: Coef),Reference
OrderedCompletion Integer,Reference OrderedCompletion Integer,Integer) ->
Stream Record(k: Integer,c: Coef)
Time: 1.13 SEC.
compiling local integ1 : (Stream Record(k: Integer,c: Coef),Reference
OrderedCompletion Integer,Reference OrderedCompletion Integer) -> Stream
Record(k: Integer,c: Coef)
Time: 0.02 SEC.
compiling local lazyInteg : (Coef,() -> Stream Record(k: Integer,c:
Coef),Reference OrderedCompletion Integer,Reference OrderedCompletion Integer)
-> Stream Record(k: Integer,c: Coef)
Time: 0.03 SEC.
compiling exported cPower : ($,Coef) -> $
Time: 0.14 SEC.
compiling local iExp : ($,Coef) -> $
Time: 0.07 SEC.
compiling local sincos0 : (Coef,Coef,List Stream Record(k: Integer,c:
Coef),Reference OrderedCompletion Integer,Reference OrderedCompletion
Integer,Stream Record(k: Integer,c: Coef),Reference OrderedCompletion
Integer,Stream Record(k: Integer,c: Coef),Reference OrderedCompletion Integer)
-> List Stream Record(k: Integer,c: Coef)
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/LIST.o
for domain List
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/ILIST.o
for domain IndexedList
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/LSAGG-.o
for domain ListAggregate&
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/STAGG-.o
for domain StreamAggregate&
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/ELAGG-.o
for domain ExtensibleLinearAggregate&
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/FLAGG-.o
for domain FiniteLinearAggregate&
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/URAGG-.o
for domain UnaryRecursiveAggregate&
Time: 0.10 SEC.
compiling local iSincos : ($,Coef,Coef,Integer) -> Record(%sin: $,%cos: $)
Time: 0.12 SEC.
compiling local tan0 : (Coef,Stream Record(k: Integer,c: Coef),Reference
OrderedCompletion Integer,Stream Record(k: Integer,c: Coef),Reference
OrderedCompletion Integer,Integer) -> Stream Record(k: Integer,c: Coef)
Time: 0.06 SEC.
compiling local iTan : ($,$,Coef,Integer) -> $
Time: 0.05 SEC.
compiling local orderOrFailed : $ -> Union(Integer,failed)
Time: 0.06 SEC.
augmenting Coef: (SIGNATURE Coef ** (Coef Coef (Fraction (Integer))))
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/TRANFUN.o
for category TranscendentalFunctionCategory
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/TRIGCAT.o
for category TrigonometricFunctionCategory
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/ATRIG.o
for category ArcTrigonometricFunctionCategory
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/HYPCAT.o
for category HyperbolicFunctionCategory
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/AHYP.o
for category ArcHyperbolicFunctionCategory
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/ELEMFUN.o
for category ElementaryFunctionCategory
****** Domain: Coef already in scope
augmenting Coef: (TranscendentalFunctionCategory)
compiling exported cRationalPower : ($,Fraction Integer) -> $
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/STRING.o
for domain String
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/CHAR.o
for domain Character
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/OUTFORM.o
for domain OutputForm
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/PRIMARR.o
for domain PrimitiveArray
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/A1AGG-.o
for domain OneDimensionalArrayAggregate&
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/ISTRING.o
for domain IndexedString
Time: 0.45 SEC.
compiling exported cExp : $ -> $
Time: 0.10 SEC.
compiling exported cLog : $ -> $
Time: 0.22 SEC.
compiling local sincos : $ -> Record(%sin: $,%cos: $)
Time: 0.04 SEC.
compiling exported cSin : $ -> $
Time: 0.01 SEC.
compiling exported cCos : $ -> $
Time: 0 SEC.
compiling exported cTan : $ -> $
Time: 0.22 SEC.
compiling exported cCot : $ -> $
Time: 0.12 SEC.
compiling exported cSec : $ -> $
Time: 0.24 SEC.
compiling exported cCsc : $ -> $
Time: 0.13 SEC.
compiling exported cAsin : $ -> $
Time: 1.70 SEC.
compiling exported cAcos : $ -> $
Time: 2.10 SEC.
compiling exported cAtan : $ -> $
Time: 0.24 SEC.
compiling exported cAcot : $ -> $
Time: 0.09 SEC.
compiling exported cAsec : $ -> $
Time: 2.22 SEC.
compiling exported cAcsc : $ -> $
Time: 2.24 SEC.
compiling local sinhcosh : $ -> Record(%sinh: $,%cosh: $)
Time: 0.04 SEC.
compiling exported cSinh : $ -> $
Time: 0.01 SEC.
compiling exported cCosh : $ -> $
Time: 0.01 SEC.
compiling exported cTanh : $ -> $
Time: 0.12 SEC.
compiling exported cCoth : $ -> $
Time: 0.13 SEC.
compiling exported cSech : $ -> $
Time: 0.12 SEC.
compiling exported cCsch : $ -> $
Time: 0.12 SEC.
compiling exported cAsinh : $ -> $
Time: 0.23 SEC.
compiling exported cAcosh : $ -> $
Time: 0.32 SEC.
compiling exported cAtanh : $ -> $
Time: 0.26 SEC.
compiling exported cAcoth : $ -> $
Time: 0.21 SEC.
compiling exported cAsech : $ -> $
Time: 2.84 SEC.
compiling exported cAcsch : $ -> $
Time: 1.16 SEC.
compiling local factorials? : () -> Boolean
ISUPS;factorials? is replaced by QUOTE
Time: 0 SEC.
compiling local termOutput : (Fraction Integer,Coef,OutputForm) -> OutputForm
Time: 0.03 SEC.
compiling local showAll? : () -> Boolean
ISUPS;showAll? is replaced by QUOTET
Time: 0 SEC.
compiling exported seriesToOutputForm : (Stream Record(k: Integer,c:
Coef),Reference OrderedCompletion Integer,Symbol,Coef,Fraction Integer) ->
OutputForm
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/SYMBOL.o
for domain Symbol
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/REF.o for
domain Reference
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for domain AssociationList
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/SRAGG-.o
for domain StringAggregate&
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/LNAGG-.o
for domain LinearAggregate&
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for category ListAggregate
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/STAGG.o
for category StreamAggregate
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/URAGG.o
for category UnaryRecursiveAggregate
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for category RecursiveAggregate
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for category HomogeneousAggregate
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category Aggregate
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for category Type
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for category Evalable
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for category InnerEvalable
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for category LinearAggregate
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for category IndexedAggregate
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for category EltableAggregate
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for category Collection
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for category FiniteLinearAggregate
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for category ExtensibleLinearAggregate
Time: 1.01 SEC.
****** Domain: Coef already in scope
augmenting Coef: (PartialDifferentialRing (Symbol))
augmenting Coef: (SIGNATURE Coef ** (Coef Coef (Integer)))
augmenting Coef: (SIGNATURE Coef coerce (Coef (Symbol)))
****** Domain: Coef already in scope
augmenting Coef: (Algebra (Fraction (Integer)))
augmenting $: (SIGNATURE $ integrate ($ $))
augmenting $: (SIGNATURE $ cPower ($ $ Coef))
augmenting $: (SIGNATURE $ cRationalPower ($ $ (Fraction (Integer))))
augmenting $: (SIGNATURE $ cExp ($ $))
augmenting $: (SIGNATURE $ cLog ($ $))
augmenting $: (SIGNATURE $ cSin ($ $))
augmenting $: (SIGNATURE $ cCos ($ $))
augmenting $: (SIGNATURE $ cTan ($ $))
augmenting $: (SIGNATURE $ cCot ($ $))
augmenting $: (SIGNATURE $ cSec ($ $))
augmenting $: (SIGNATURE $ cCsc ($ $))
augmenting $: (SIGNATURE $ cAsin ($ $))
augmenting $: (SIGNATURE $ cAcos ($ $))
augmenting $: (SIGNATURE $ cAtan ($ $))
augmenting $: (SIGNATURE $ cAcot ($ $))
augmenting $: (SIGNATURE $ cAsec ($ $))
augmenting $: (SIGNATURE $ cAcsc ($ $))
augmenting $: (SIGNATURE $ cSinh ($ $))
augmenting $: (SIGNATURE $ cCosh ($ $))
augmenting $: (SIGNATURE $ cTanh ($ $))
augmenting $: (SIGNATURE $ cCoth ($ $))
augmenting $: (SIGNATURE $ cSech ($ $))
augmenting $: (SIGNATURE $ cCsch ($ $))
augmenting $: (SIGNATURE $ cAsinh ($ $))
augmenting $: (SIGNATURE $ cAcosh ($ $))
augmenting $: (SIGNATURE $ cAtanh ($ $))
augmenting $: (SIGNATURE $ cAcoth ($ $))
augmenting $: (SIGNATURE $ cAsech ($ $))
augmenting $: (SIGNATURE $ cAcsch ($ $))
****** Domain: Coef already in scope
augmenting Coef: (CharacteristicNonZero)
****** Domain: Coef already in scope
augmenting Coef: (CommutativeRing)
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/FIELD.o
for category Field
Loading /home/martin/ax-build/target/i686-pc-linux/algebra/DIVRING.o
for category DivisionRing
****** Domain: Coef already in scope
augmenting Coef: (Field)
****** Domain: Coef already in scope
augmenting Coef: (IntegralDomain)
augmenting Coef: (SIGNATURE Coef ** (Coef Coef (Integer)))
(time taken in buildFunctor: 29)
;;; *** |InnerSparseUnivariatePowerSeries| REDEFINED
;;; *** |InnerSparseUnivariatePowerSeries| REDEFINED
Time: 0.31 SEC.
Warnings:
[1] cSin: %sin has no value
[2] cCos: %cos has no value
[3] sinhcosh: %sin has no value
[4] sinhcosh: %cos has no value
[5] cSinh: %sinh has no value
[6] cCosh: %cosh has no value
Cumulative Statistics for Constructor InnerSparseUnivariatePowerSeries
Time: 33.32 seconds
Loading /home/martin/ax-build/target/i686-pc-linux/autoload/bc-matrix.
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finalizing NRLIB ISUPS
Processing InnerSparseUnivariatePowerSeries for Browser database:
--------(makeSeries (% REF ST))---------
--->-->InnerSparseUnivariatePowerSeries((makeSeries (% REF ST))): Unexpected HT
command: \spad
--->-->InnerSparseUnivariatePowerSeries((makeSeries (% REF ST))): Unexpected HT
command: \spad
--->-->InnerSparseUnivariatePowerSeries((makeSeries (% REF ST))): Unexpected HT
command: \spad
"\\spad{makeSeries(refer,{}str)} creates a power series from the reference
\\spad{refer} and the stream \\spad{str}."
--------(getRef (REF %))---------
--->-->InnerSparseUnivariatePowerSeries((getRef (REF %))): Unexpected HT
command: \spad
"\\spad{getRef(f)} returns a reference containing the order to which the terms
of \\spad{f} have been computed."
--------(getStream (ST %))---------
--->-->InnerSparseUnivariatePowerSeries((getStream (ST %))): Unexpected HT
command: \spad
"\\spad{getStream(f)} returns the stream of terms representing the series
\\spad{f}."
--------(series (% ST))---------
--->-->InnerSparseUnivariatePowerSeries((series (% ST))): Unexpected HT
command: \spad
"\\spad{series(st)} creates a series from a stream of non-zero terms,{} where a
term is an exponent-coefficient pair. The terms in the stream should be ordered
by increasing order of exponents."
--------(monomial? (B %))---------
--->-->InnerSparseUnivariatePowerSeries((monomial? (B %))): Unexpected HT
command: \spad
"\\spad{monomial?(f)} tests if \\spad{f} is a single monomial."
--------(multiplyCoefficients (% (Mapping Coef I) %))---------
--->-->InnerSparseUnivariatePowerSeries((multiplyCoefficients (% (Mapping Coef
I) %))): Unexpected HT command: \spad
--->-->InnerSparseUnivariatePowerSeries((multiplyCoefficients (% (Mapping Coef
I) %))): Unexpected HT command: \spad
--->-->InnerSparseUnivariatePowerSeries((multiplyCoefficients (% (Mapping Coef
I) %))): Unexpected HT command: \spad
"\\spad{multiplyCoefficients(fn,{}f)} returns the series \\spad{sum(fn(n) * an
* x^n,{}n = n0..)},{} where \\spad{f} is the series \\spad{sum(an * x^n,{}n =
n0..)}."
--------(iExquo ((Union % failed) % % B))---------
--->-->InnerSparseUnivariatePowerSeries((iExquo ((Union % failed) % % B))):
Unexpected HT command: \spad
--->-->InnerSparseUnivariatePowerSeries((iExquo ((Union % failed) % % B))):
Unexpected HT command: \spad
--->-->InnerSparseUnivariatePowerSeries((iExquo ((Union % failed) % % B))):
Unexpected HT command: \spad
--->-->InnerSparseUnivariatePowerSeries((iExquo ((Union % failed) % % B))):
Unexpected HT command: \spad
"\\spad{iExquo(f,{}g,{}taylor?)} is the quotient of the power series \\spad{f}
and \\spad{g}. If \\spad{taylor?} is \\spad{true},{} then we must have
\\spad{order(f) >= order(g)}."
--------(taylorQuoByVar (% %))---------
--->-->InnerSparseUnivariatePowerSeries((taylorQuoByVar (% %))): Unexpected HT
command: \spad
--->-->InnerSparseUnivariatePowerSeries((taylorQuoByVar (% %))): Unexpected HT
command: \spad
"\\spad{taylorQuoByVar(a0 + a1 x + a2 x**2 + ...)} returns \\spad{a1 + a2 x +
a3 x**2 + ...}"
--------(iCompose (% % %))---------
--->-->InnerSparseUnivariatePowerSeries((iCompose (% % %))): Unexpected HT
command: \spad
--->-->InnerSparseUnivariatePowerSeries((iCompose (% % %))): Unexpected HT
command: \spad
--->-->InnerSparseUnivariatePowerSeries((iCompose (% % %))): Unexpected HT
command: \spad
--->-->InnerSparseUnivariatePowerSeries((iCompose (% % %))): Unexpected HT
command: \spad
--->-->InnerSparseUnivariatePowerSeries((iCompose (% % %))): Unexpected HT
command: \spad
"\\spad{iCompose(f,{}g)} returns \\spad{f(g(x))}. This is an internal function
which should only be called for Taylor series \\spad{f(x)} and \\spad{g(x)}
such that the constant coefficient of \\spad{g(x)} is zero."
--------(seriesToOutputForm ((OutputForm) ST REF (Symbol) Coef RN))---------
--->-->InnerSparseUnivariatePowerSeries((seriesToOutputForm ((OutputForm) ST
REF (Symbol) Coef RN))): Unexpected HT command: \spad
--->-->InnerSparseUnivariatePowerSeries((seriesToOutputForm ((OutputForm) ST
REF (Symbol) Coef RN))): Unexpected HT command: \spad
"\\spad{seriesToOutputForm(st,{}refer,{}var,{}cen,{}r)} prints the series
\\spad{f((var - cen)^r)}."
--------(integrate (% %))---------
--->-->InnerSparseUnivariatePowerSeries((integrate (% %))): Unexpected HT
command: \spad
--->-->InnerSparseUnivariatePowerSeries((integrate (% %))): Unexpected HT
command: \spad
"\\spad{integrate(f(x))} returns an anti-derivative of the power series
\\spad{f(x)} with constant coefficient 0. Warning: function does not check for
a term of degree \\spad{-1}."
--------(cPower (% % Coef))---------
--->-->InnerSparseUnivariatePowerSeries((cPower (% % Coef))): Unexpected HT
command: \spad
--->-->InnerSparseUnivariatePowerSeries((cPower (% % Coef))): Unexpected HT
command: \spad
"\\spad{cPower(f,{}r)} computes \\spad{f^r},{} where \\spad{f} has constant
coefficient 1. For use when the coefficient ring is commutative."
--------(cRationalPower (% % RN))---------
--->-->InnerSparseUnivariatePowerSeries((cRationalPower (% % RN))): Unexpected
HT command: \spad
--->-->InnerSparseUnivariatePowerSeries((cRationalPower (% % RN))): Unexpected
HT command: \spad
"\\spad{cRationalPower(f,{}r)} computes \\spad{f^r}. For use when the
coefficient ring is commutative."
--------(cExp (% %))---------
--->-->InnerSparseUnivariatePowerSeries((cExp (% %))): Unexpected HT command:
\spad
"\\spad{cExp(f)} computes the exponential of the power series \\spad{f}. For
use when the coefficient ring is commutative."
--------(cLog (% %))---------
--->-->InnerSparseUnivariatePowerSeries((cLog (% %))): Unexpected HT command:
\spad
"\\spad{cLog(f)} computes the logarithm of the power series \\spad{f}. For use
when the coefficient ring is commutative."
--------(cSin (% %))---------
--->-->InnerSparseUnivariatePowerSeries((cSin (% %))): Unexpected HT command:
\spad
"\\spad{cSin(f)} computes the sine of the power series \\spad{f}. For use when
the coefficient ring is commutative."
--------(cCos (% %))---------
--->-->InnerSparseUnivariatePowerSeries((cCos (% %))): Unexpected HT command:
\spad
"\\spad{cCos(f)} computes the cosine of the power series \\spad{f}. For use
when the coefficient ring is commutative."
--------(cTan (% %))---------
--->-->InnerSparseUnivariatePowerSeries((cTan (% %))): Unexpected HT command:
\spad
"\\spad{cTan(f)} computes the tangent of the power series \\spad{f}. For use
when the coefficient ring is commutative."
--------(cCot (% %))---------
--->-->InnerSparseUnivariatePowerSeries((cCot (% %))): Unexpected HT command:
\spad
"\\spad{cCot(f)} computes the cotangent of the power series \\spad{f}. For use
when the coefficient ring is commutative."
--------(cSec (% %))---------
--->-->InnerSparseUnivariatePowerSeries((cSec (% %))): Unexpected HT command:
\spad
"\\spad{cSec(f)} computes the secant of the power series \\spad{f}. For use
when the coefficient ring is commutative."
--------(cCsc (% %))---------
--->-->InnerSparseUnivariatePowerSeries((cCsc (% %))): Unexpected HT command:
\spad
"\\spad{cCsc(f)} computes the cosecant of the power series \\spad{f}. For use
when the coefficient ring is commutative."
--------(cAsin (% %))---------
--->-->InnerSparseUnivariatePowerSeries((cAsin (% %))): Unexpected HT command:
\spad
"\\spad{cAsin(f)} computes the arcsine of the power series \\spad{f}. For use
when the coefficient ring is commutative."
--------(cAcos (% %))---------
--->-->InnerSparseUnivariatePowerSeries((cAcos (% %))): Unexpected HT command:
\spad
"\\spad{cAcos(f)} computes the arccosine of the power series \\spad{f}. For use
when the coefficient ring is commutative."
--------(cAtan (% %))---------
--->-->InnerSparseUnivariatePowerSeries((cAtan (% %))): Unexpected HT command:
\spad
"\\spad{cAtan(f)} computes the arctangent of the power series \\spad{f}. For
use when the coefficient ring is commutative."
--------(cAcot (% %))---------
--->-->InnerSparseUnivariatePowerSeries((cAcot (% %))): Unexpected HT command:
\spad
"\\spad{cAcot(f)} computes the arccotangent of the power series \\spad{f}. For
use when the coefficient ring is commutative."
--------(cAsec (% %))---------
--->-->InnerSparseUnivariatePowerSeries((cAsec (% %))): Unexpected HT command:
\spad
"\\spad{cAsec(f)} computes the arcsecant of the power series \\spad{f}. For use
when the coefficient ring is commutative."
--------(cAcsc (% %))---------
--->-->InnerSparseUnivariatePowerSeries((cAcsc (% %))): Unexpected HT command:
\spad
"\\spad{cAcsc(f)} computes the arccosecant of the power series \\spad{f}. For
use when the coefficient ring is commutative."
--------(cSinh (% %))---------
--->-->InnerSparseUnivariatePowerSeries((cSinh (% %))): Unexpected HT command:
\spad
"\\spad{cSinh(f)} computes the hyperbolic sine of the power series \\spad{f}.
For use when the coefficient ring is commutative."
--------(cCosh (% %))---------
--->-->InnerSparseUnivariatePowerSeries((cCosh (% %))): Unexpected HT command:
\spad
"\\spad{cCosh(f)} computes the hyperbolic cosine of the power series \\spad{f}.
For use when the coefficient ring is commutative."
--------(cTanh (% %))---------
--->-->InnerSparseUnivariatePowerSeries((cTanh (% %))): Unexpected HT command:
\spad
"\\spad{cTanh(f)} computes the hyperbolic tangent of the power series
\\spad{f}. For use when the coefficient ring is commutative."
--------(cCoth (% %))---------
--->-->InnerSparseUnivariatePowerSeries((cCoth (% %))): Unexpected HT command:
\spad
"\\spad{cCoth(f)} computes the hyperbolic cotangent of the power series
\\spad{f}. For use when the coefficient ring is commutative."
--------(cSech (% %))---------
--->-->InnerSparseUnivariatePowerSeries((cSech (% %))): Unexpected HT command:
\spad
"\\spad{cSech(f)} computes the hyperbolic secant of the power series \\spad{f}.
For use when the coefficient ring is commutative."
--------(cCsch (% %))---------
--->-->InnerSparseUnivariatePowerSeries((cCsch (% %))): Unexpected HT command:
\spad
"\\spad{cCsch(f)} computes the hyperbolic cosecant of the power series
\\spad{f}. For use when the coefficient ring is commutative."
--------(cAsinh (% %))---------
--->-->InnerSparseUnivariatePowerSeries((cAsinh (% %))): Unexpected HT command:
\spad
"\\spad{cAsinh(f)} computes the inverse hyperbolic sine of the power series
\\spad{f}. For use when the coefficient ring is commutative."
--------(cAcosh (% %))---------
--->-->InnerSparseUnivariatePowerSeries((cAcosh (% %))): Unexpected HT command:
\spad
"\\spad{cAcosh(f)} computes the inverse hyperbolic cosine of the power series
\\spad{f}. For use when the coefficient ring is commutative."
--------(cAtanh (% %))---------
--->-->InnerSparseUnivariatePowerSeries((cAtanh (% %))): Unexpected HT command:
\spad
"\\spad{cAtanh(f)} computes the inverse hyperbolic tangent of the power series
\\spad{f}. For use when the coefficient ring is commutative."
--------(cAcoth (% %))---------
--->-->InnerSparseUnivariatePowerSeries((cAcoth (% %))): Unexpected HT command:
\spad
"\\spad{cAcoth(f)} computes the inverse hyperbolic cotangent of the power
series \\spad{f}. For use when the coefficient ring is commutative."
--------(cAsech (% %))---------
--->-->InnerSparseUnivariatePowerSeries((cAsech (% %))): Unexpected HT command:
\spad
"\\spad{cAsech(f)} computes the inverse hyperbolic secant of the power series
\\spad{f}. For use when the coefficient ring is commutative."
--------(cAcsch (% %))---------
--->-->InnerSparseUnivariatePowerSeries((cAcsch (% %))): Unexpected HT command:
\spad
"\\spad{cAcsch(f)} computes the inverse hyperbolic cosecant of the power series
\\spad{f}. For use when the coefficient ring is commutative."
--------constructor---------
--->-->InnerSparseUnivariatePowerSeries(constructor): Unexpected HT command:
\indented
"InnerSparseUnivariatePowerSeries is an internal domain \\indented{2}{used for
creating sparse Taylor and Laurent series.}"
>> System error:
(SYSTEM "gcc -c -Wall -DVOL=volatile -fsigned-char -pipe
-I/home/martin/ax-build/build/i686-pc-linux/lib/gcl-2.6.8/unixport/../h -O3
-fomit-frame-pointer -c \"ISUPS.NRLIB/ISUPS.c\" -o \"ISUPS.NRLIB/ISUPS.o\" -w")
returned a non-zero value 255.
(1) ->
- [Axiom-developer] new problem compiling wh-sandbox, rev 470 (urgent...), Martin Rubey, 2007/03/28
- Re: [Axiom-developer] new problem compiling wh-sandbox, rev 470 (urgent...), Gabriel Dos Reis, 2007/03/28
- Re: [Axiom-developer] new problem compiling wh-sandbox, rev 470 (urgent...), Martin Rubey, 2007/03/28
- Re: [Axiom-developer] new problem compiling wh-sandbox, rev 470 (urgent...),
Martin Rubey <=
- Re: [Axiom-developer] new problem compiling wh-sandbox, rev 470 (urgent...), Waldek Hebisch, 2007/03/28
- Re: [Axiom-developer] new problem compiling wh-sandbox, rev 470 (urgent...), Martin Rubey, 2007/03/29
- Re: [Axiom-developer] new problem compiling wh-sandbox, rev 470 (urgent...), Waldek Hebisch, 2007/03/29