Changeset d0bdb6 in git
- Timestamp:
- Feb 6, 2015, 3:17:05 PM (8 years ago)
- Branches:
- (u'jengelh-datetime', 'ceac47cbc86fe4a15902392bdbb9bd2ae0ea02c6')(u'spielwiese', '2234726c50d679d6664181a5c72f75a6fd64a787')
- Children:
- 5aa4ee0dffb8264ef5e192f59a3cd4f75b0a779c
- Parents:
- 49189ca4b14ebf7480f254e5482e4d346589216a
- Files:
-
- 15 edited
Legend:
- Unmodified
- Added
- Removed
-
.gdbinit
r49189c rd0bdb6 3 3 #break omReportError # use in case of problems with omaloc 4 4 #break dPolyReportError # use in case of problems with polynomial arithmetic 5 5 6 6 7 7 -
Singular/LIB/algemodstd.lib
r49189c rd0bdb6 296 296 { 297 297 /* 298 * compare the size of ideals in the list and 298 * compare the size of ideals in the list and 299 299 * check the corresponding leading monomials 300 300 * size(L)>=2 -
Singular/dyn_modules/syzextra/syzextra.cc
r49189c rd0bdb6 1794 1794 { 1795 1795 if( UNLIKELY(OPT__TAILREDSYZ && OPT__PROT) ) 1796 { 1796 { 1797 1797 ++ m_stat[5]; // PrintS("%"); // check LCM ! 1798 1798 #ifndef SING_NDEBUG 1799 if( OPT__DEBUG ) 1800 { 1801 PrintS("\nTT,%:"); dPrint(multiplier, r, r, 0); 1802 PrintS(", * :"); dPrint(tail, r, r, 0); 1803 PrintLn(); 1799 if( OPT__DEBUG ) 1800 { 1801 PrintS("\nTT,%:"); dPrint(multiplier, r, r, 0); 1802 PrintS(", * :"); dPrint(tail, r, r, 0); 1803 PrintLn(); 1804 1804 } 1805 1805 #endif … … 1966 1966 if( s == NULL ) // No Reducer? 1967 1967 { 1968 if( UNLIKELY( OPT__TAILREDSYZ && OPT__PROT) ) 1969 { 1968 if( UNLIKELY( OPT__TAILREDSYZ && OPT__PROT) ) 1969 { 1970 1970 ++ m_stat[5]; // PrintS("%"); // check LCM ! 1971 1971 #ifndef SING_NDEBUG 1972 if( OPT__DEBUG ) 1973 { 1974 PrintS("\n%: RedTail("); dPrint(multiplier, r, r, 0); 1975 PrintS(" * : "); dPrint(term4reduction, r,r,0 ); 1972 if( OPT__DEBUG ) 1973 { 1974 PrintS("\n%: RedTail("); dPrint(multiplier, r, r, 0); 1975 PrintS(" * : "); dPrint(term4reduction, r,r,0 ); 1976 1976 PrintS(", { "); dPrint(syztermCheck,r,r,0 ); 1977 PrintS(" }) "); PrintLn(); 1977 PrintS(" }) "); PrintLn(); 1978 1978 } 1979 1979 #endif -
Tst/Manual/wurzel.res.gz.uu
r49189c rd0bdb6 1 begin 664 wurzel.res.gz 2 M'XL("$3I)5$``W=U<GIE;"YR97,`79'-<H(P%(7W/L49IPMM*88?!>N81:<; 3 M9ZP+Y`4B1,T0DDS`J>W3%ZB"TVW.^7+SW>S3C\T.@$>QW;QCS(J*%<R5XC!> 4 MC?:WT*>P0IV08`WB7)W<#%E`D?,CTO77Q?YP.8D6_C+T_)@LO9AXA$R':D@Q 5 MFR&%J*"5_`938,98?14EJX563G.3X2IO1VF%P)\MPH.H>W[NMCQ3.>HSARB- 6 MY"57=<="'Z'D)S-;K4Y)CRPZ)#OSK.B@OWDN,FTMSVK%J^I^]M9#D7O33=:6 7 M,]D(RP?AF$)=R@.WC7/S<#-)G/1!<DF1KD:3V(V".7\AT?2>>(3B_W)>T^>V 8 53%Q"2%,F0[GYCZ?1+\>>?S.=`0`` 1 begin 640 wurzel.res.gz 2 M'XL("//'U%0``W=U<GIE;"YR97,`75%!;L(P$+SG%:NJAZ1-C1T""8WPH>H% 3 MB?80<J],8L`B<2S;"-K7UPF02)QL[<[L[.QLBL_5-P`0"NO5!SQ98U$MMD^9 4 MM[EU(@JN^".DL'Z0>=T+E,+YI/]XC20_(V.9'>!3"L,_1M>A[&C8D3W,G5'0 5 M0NXAAR7@\!)6:NS-*51\!\7RJN(G\V@1DRC%"Y)B@G$P0A,*DPD4(`RTLOX% 6 M)H$II=N+:)@5K0S=),5EU4FU$J;19!YOQ;AOBCH^DQ78`P?1J)HW7-J>"^T. 7 M9/W%U+J5^WR@+'I*>>#EL2==]1"4K=:\M)(;<Z^]WTD$HYO=?*DYJYWA>C1, 8 MW/GEJ=ER[3R[Q96?A\5HDK@,BLSS4Y1,9_P5)\'0<>=^/,Y;\=*!,<(8.S`> 9 9P?&8#9FA/M8NNY/Q29`]>_]D?(IS#`(````` 9 10 ` 10 11 end -
Tst/Manual/wurzel.stat
r49189c rd0bdb6 1 1 >> tst_memory_0 :: 1423230963:4012, 64 bit:4.0.1:x86_64-Linux:nepomuck:279304 2 1 >> tst_memory_1 :: 1423230963:4012, 64 bit:4.0.1:x86_64-Linux:nepomuck:2243968 3 1 >> tst_memory_2 :: 1423230963:4012, 64 bit:4.0.1:x86_64-Linux:nepomuck:2313208 4 1 >> tst_timer_1 :: 1423230963:4012, 64 bit:4.0.1:x86_64-Linux:nepomuck:10 -
Tst/Manual/wurzel.tst
r49189c rd0bdb6 1 LIB "tst.lib"; 2 tst_init(); 3 1 4 LIB "aksaka.lib"; 2 5 ring R = 0,x,dp; … … 9 12 T; 10 13 7629412809180100-T*T; 11 $ 14 15 tst_status(1);$ 16 -
Tst/Short/bug_358.tst
r49189c rd0bdb6 38 38 // test lusolve() for the case that the first columns in U are zero. 39 39 40 matrix B[1][2] = 0,1; 40 matrix B[1][2] = 0,1; 41 41 LD = ludecomp(B); 42 42 P,L,U = LD[1],LD[2],LD[3]; -
Tst/Short/bug_tr679.tst
r49189c rd0bdb6 60 60 L1 = primdecGTZ (I); 61 61 L2 = primdecSY (I); 62 "equivalent?",primDecsAreEquivalent (L1,L2) ; 62 "equivalent?",primDecsAreEquivalent (L1,L2) ; 63 63 } 64 64 -
Tst/Short/test_unit_ideal_decomposition.tst
r49189c rd0bdb6 97 97 ///////////////////////////////////////////////////////////////////////////////////////// 98 98 ring rng1 = 0,(x,y),dp; 99 ideal I = x+y,x+1,y; 99 ideal I = x+y,x+1,y; 100 100 101 101 list pr = primdecGTZE(I); … … 159 159 ///////////////////////////////////////////////////////////////////////////////////////// 160 160 ring rng2 = 0,(x,y),dp; 161 ideal I = x+y,x+1,y; 161 ideal I = x+y,x+1,y; 162 162 163 163 if (defined(pr)) {kill pr;} 164 164 list pr = primdecGTZE(I); 165 165 166 166 testPrimdecUnitOrigBehaviour( primdecGTZ,I ); 167 167 testPrimdecUnitOrigBehaviour( primdecGTZkeepKomp,I ); … … 181 181 ///////////////////////////////////////////////////////////////////////////////////////// 182 182 183 183 184 184 ring rng3 = 0,(x,y),ds; 185 ideal I = x+y,x+1,y; 185 ideal I = x+y,x+1,y; 186 186 187 187 // illegal ASSUME(0, testPrimaryE(pr,I) ); … … 205 205 206 206 testPrimdecUnit( primdecGTZ,I ,0); 207 //testPrimdecUnit( primdecGTZkeepKomp,I ,0); 207 //testPrimdecUnit( primdecGTZkeepKomp,I ,0); 208 208 testPrimdecUnit( minAssGTZ, I ,0); 209 // testPrimdecUnit( minAssGTZFacSTD, I ,0); 210 // testPrimdecUnit( minAssGTZnoFacSTD, I ,0); 211 // testPrimdecUnit( minAssGTZGTZ, I ,0); 212 // testPrimdecUnit( minAssGTZorigNoFacSTD, I ,0); 209 // testPrimdecUnit( minAssGTZFacSTD, I ,0); 210 // testPrimdecUnit( minAssGTZnoFacSTD, I ,0); 211 // testPrimdecUnit( minAssGTZGTZ, I ,0); 212 // testPrimdecUnit( minAssGTZorigNoFacSTD, I ,0); 213 213 testPrimdecUnit( primdecSY, I ,0); 214 214 testPrimdecUnit( primdecSYNoOptimalOrdering, I ,0); 215 215 testPrimdecUnit( minAssChar,I ,0); 216 216 testPrimdecUnit( minAssCharNoOptimalOrdering,I ,0); 217 // invalid: testPrimdecUnit( minAssPrimesOrig,I ,0); 218 ///////////////////////////////////////////////////////////////////////////////////////// 219 ///////////////////////////////////////////////////////////////////////////////////////// 220 221 ring rng4 = (7,a),(x,y,z),dp; 217 // invalid: testPrimdecUnit( minAssPrimesOrig,I ,0); 218 ///////////////////////////////////////////////////////////////////////////////////////// 219 ///////////////////////////////////////////////////////////////////////////////////////// 220 221 ring rng4 = (7,a),(x,y,z),dp; 222 222 minpoly = 1*a^2+6*a^1+3*a^0; 223 ideal I = x+y,x+1,y; 223 ideal I = x+y,x+1,y; 224 224 225 225 testPrimdecUnitNewBehaviour( wDecompE, I ); … … 250 250 testPrimdecUnitOrigBehaviour( wDecomp, I ); 251 251 testPrimdecUnitOrigBehaviour( primdecGTZ,I ); 252 testPrimdecUnitOrigBehaviour( primdecGTZkeepKomp,I ); 252 testPrimdecUnitOrigBehaviour( primdecGTZkeepKomp,I ); 253 253 testMinAssUnitOrigBehaviour ( minAssGTZ, I ); 254 testMinAssUnitOrigBehaviour ( minAssGTZFacSTD, I ); 255 testMinAssUnitOrigBehaviour ( minAssGTZnoFacSTD, I ); 256 testMinAssUnitOrigBehaviour ( minAssGTZGTZ, I ); 257 testMinAssUnitOrigBehaviour ( minAssGTZorigNoFacSTD, I ); 254 testMinAssUnitOrigBehaviour ( minAssGTZFacSTD, I ); 255 testMinAssUnitOrigBehaviour ( minAssGTZnoFacSTD, I ); 256 testMinAssUnitOrigBehaviour ( minAssGTZGTZ, I ); 257 testMinAssUnitOrigBehaviour ( minAssGTZorigNoFacSTD, I ); 258 258 testPrimdecUnitOrigBehaviour( primdecSY, I ); 259 259 testPrimdecUnitOrigBehaviour( primdecSYNoOptimalOrdering, I ); … … 276 276 ///////////////////////////////////////////////////////////////////////////////////////// 277 277 ///////////////////////////////////////////////////////////////////////////////////////// 278 278 279 279 ring rng5 = (7,a),(x,y,z),ds; minpoly = a^2 + a+3; 280 ideal I = x+y,x+1,y; 280 ideal I = x+y,x+1,y; 281 281 282 282 testPrimdecUnitNewBehaviour( primdecGTZE,I ); -
Tst/Short/zerored.res.gz.uu
r49189c rd0bdb6 1 begin 644 zerored.res.gz 2 M'XL("#^ORU```WIE<F]R960N<F5S`.U7WVL;1Q!^]U]QA#XX.E79^;&SNPWU 3 M0RF40"DE3E_Z(&@<Q1A<6SB.;>FO[\S>Z?9.TEU-FCX4:C":U?Z:;^?[9D;G 4 M[WY\\TM557!6_?SFA^K%W=7-Y>7[Q?75^Q>O3\[;23RK[/OJ[4_5]]7IU<W] 5 MZG)U-Z_$>Y)Y!:WU<EZ=/LTW\ZT:']9E-YU5KUY5O]Y>;VYN_[SZX[J"[[HY 6 M7E1KG:C6H"=32!X$`7#VM*3:QX`.O8B.<+:I,9$XP.AI]C3;S+8U8H3@@(*N 7 MJ#W'(`$@S3:Z%R2$@"`ZP!HE,GGV8KNJ[J\&<`&3H$W4C,Q"7CC.MGK`8(CE 8 MO&W!Y?=Q8<$E.URHN$!878LL_#Q<0(R@U\6O``M="N#1.9=A#8;'884]6%10 9 MQ1TJ^L^A2F?5=G5W^W;UX?/%ZG0-WZ[QY>L3MYL'=S!/@WD8SN/^O$JDLVFA 10 M+Y@%<W>HEQ&5@"JAT=A@"ZJ\1K<<$+`("Z0O+!"*%B6N-_KO`S'K0W&=(VCA 11 MR4$`#!:!_(0QB;>P6MP2!M\$54<>DMM%E#!(;&:JFEV2YOG;KW,T.6E<;$G- 12 M433:Q?E]FO74`[&OGE%7"%)*K?='W%*:&-IF=(AP]SUF=C7>]9ZF@U,\3OL> 13 M%V6@ZROC'WH\]+/UK`GA-L/(5N<7PC2U$:>IC31-;>1";?2+8DO+V$_'2?XP 14 M?YP?82WFP.>-Y\>I/K8Q+D;ICJE/=_26"1YR&J)`B&9KM0!6:_9H+'::VF>/ 15 M.6V)/O:C98T0DEKMIZ4TL8-R\+8U@YA42CYJCK-((L7@,MM]LFRX:1=OF\,[ 16 M`.3&*4_0IWP?`'O/!_XWA'E07WV,&0?ZZ-,(#DSZ""V.3K,%R8Y]VSI&H^>7 17 M0,-Q;1#UM?'O0^M5C5W4O@013ZN*_+2J2*951:&HBF)7,.Z/:NEB(`1*K?#> 18 M'=7/<#$?D*ZHAF%0)%01%TM1U@=DM;P^<]('O;"4%$5`+>V+R"=22Q.30UNG 19 M=5W;L'+?`1,*R9D&75%[GZ?HFNM\Y'P;$U+(MZDK+DW=QN.\8S_H5D9O`\>2 20 M]FX+UG\<7";3E.`P30F.TY3@5"CA71OCSZ,=Q#`[>NC2ZF^C'<3>%AQ/J)[Z 21 MU#")Y/9!/[-%UH-E)>?29M(TSW*A;]?,<O&UIBT7MGQ$KFYYH6W14BM<O#D( 22 M92&.]WWB'/4F"DAQINUW+,D4QS!BZQ;G^)I;G@ABZVI"=\PO&:>8#WV*?4V_ 23 M_OZYXC09_6'#.R";N&DR"A0RR@119$>4CR8RAP8O-F`!I1TI1#$>+*/F?&<0 24 MEZ'!)#&O"5V'HW;;>STM&]Q-3Y9'7?62FI18ML8W=^G%[:B.&D@S:U*%VY?< 25 M+6D&^G.!8Y[H3J'!*51.H>Q,%\"=][EZE=:V\;?O;?&UBY@,*\K'P6O[WFM+ 26 MZ;$DV,N/_C"74CB>FR<DV9;_(_:<B`5G;W6_^G3_N\8M1VPWHY7SFY._`/08 27 &VPX\$0`` 1 begin 640 zerored.res.gz 2 M'XL("%#(U%0``WIE<F]R960N<F5S`.U:6VOK1A!^SZ]80A\<RW5V9^\)3:$4 3 MRH%2RLGI2TO3^"(;<1+)M14G]J_O[$K62K:5VSFE%!0(WO7>OAGO]\UH[.M/ 4 M/W[XA1#"KLC/'WXXS5?Y\"X9GUZ>7)<#X`?(Z3))Y_/QWB"_(E5;#`FN_BM) 5 MD[QW=GGB7LG5%=G&RVP93X=I_#A<Y:.\FB]K:]60N/W)QY_(=Z27I'D\CY<# 6 MHJ3D:D!8V3H;D-[38#/88F.Z""CT%3D_)[]F=YLTNT]&=X1=5&-F2!8X0!8, 7 M=^;:2J:`,>@_W?!(&@T4I%+8@_XF`LL596`D[S_U-_UM!&"8IHQKG!%)8;32 8 MC-G^!M<RI;4&IK`#$2@CN!12N56D^HL8HQJL`C<0"1!"<:F$Z6]Q@T87PG[; 9 M8)?=MPLJNQC=V05H%U,"H1FAQ.OL8EP`P^/,5S`+J-5,`J74F]7H'C6+L3VS 10 M>+`*=E;Q_YU5O+CJ'^/IPR3N+=BW"T`6X,;?DVFR3E9)EI(L1=NF\2Q)XRG) 11 MUO&23+)X-DLF29SF9)K=CY)T5:R)ET@;DDTF#TMD#TEP\9*,XQERB00J7ES@ 12 M7M/?\5SG3G*'&^,EOR"WA,S1@W?Q:'J?H9=[LS-R7NO.STB?S"]OB[/P_;5C 13 M7]N^;M;J<[)8N$EY_)23V3*[)[>7MR7,44[R['.<DMNS9[8,[JF<)@Z<QCNG 14 MO>0TV70:%$ZCU;@*PLKT$+GFI75YJ*PM>LK,3HT;2P"%N'7)@50%"09:EV"F 15 MN'%\%M$&_Z7F0B"E1.2Y[HCLZ<I`.ZYZLAFKI!,`QW`+6A;TQYYDENZXST$K 16 M4XR02%"K"J*6;WO>"XL,=E,B813J0@4>]@6IIK,`=9UMA<*9M;9$?P06"HJS 17 MMN@=6KA['[P.%>AJKJG,"8CY/N*@H2#J&OJ%B)LX2V3%1[CU9OA6P"7;13#- 18 MD+<ITM>3VG-AG,SQ=B$+R.Z2P8"IBOY#,MX0^L7,9I[9Z</]&*7C[Y+@3D(* 19 M?D]'^>@/]N=_3FM0[5K8^>X%W^FCDMCY[C6^,R%<@!U6;4[+*+`Z'CC6@\?! 20 MD4C`O9CZA=?'PT?;0ABVAA#.ZR$$I,O#UCX)Y)H#N#;FZDQ@J__H(@/%Q+K_ 21 MZ)-&A0+VZ'(VK2VVRE>74"JWD1?$;228<N$G9(/%=DX=@1M-?021UN6BFW+R 22 MMM@\&"#:PPB7]3!2-T!(*0[P%R*\1JS2&&\'2"-MBQU@T0FE'54<#);L%'T; 23 M&>,D_SVFJ?9XPW4]WOS[IM5R]MVG]AZ+3)>NOUDJN.W2]3<[3=#VV-0YK<UI 24 M+`0E`=4S3'XT%$T:<43P,FY].AI^]B8?:'8(.D(VGELPH$QN%`8-#0);$E7* 25 MHAY-7)9LE&+8XI'@TG)L8:Y,P<V+&`?#PGD'0AIBA-"-DDYYGN2&%L=)(_QI 26 M@@/7_C2$0NUSIYEVV1:V46II/8U1H>S>:=H53_8/D[3+_=][W27K<O]W^PZZ 27 MW/_=OJO5[Z4H=?.AM5#43-BEK#+]WUH+17M+5'N.+W5=;EW6YJM$^.I;W!5E 28 M?7+I*Q@N6W3(?#VGG-/W-197Q?7U"[^%+V+XB6X)%Y@3!C0'\AC$6-JZ&!]% 29 M8Q13`4Q9UG)Y;P`&!DI8PFNF@R4Y9Z:$:H$>P:5HNVPK5I?MKXGK17<IZ%+F 30 M-S-,'7XMT&5_+SI-="GSVYU6^SY5/:.S:J>S,Y?W47#J8`JM8*#*'BJ$<C)Z 31 M8_`IGCJ%N-&%)"CCY^BJ#HSMLD+]=%/(1E&Y]KVJ'J$BCKKLYLCB+#RX[$4& 32 M==`U(XY)IWM35%.*3@14&#]0[<(;N_"P"_=@*OW;H??UB/`%0(&WCC9@#8+7 33 MK!',NBOXTA6TX0IJ&DJ)FKGKV/HK`AT>\%Z;>VCNEG37^#776`OGJSQ>Y>X" 34 @^&N\&Y&UST@5/]]P/]%X6/78V>4W)_\`:`[>OQPB```` 28 35 ` 29 36 end -
Tst/Short/zerored.stat
r49189c rd0bdb6 1 1 >> tst_memory_0 :: 1423231056:4012, 64 bit:4.0.1:x86_64-Linux:nepomuck:278832 2 1 >> tst_memory_1 :: 1423231056:4012, 64 bit:4.0.1:x86_64-Linux:nepomuck:2242304 3 1 >> tst_memory_2 :: 1423231056:4012, 64 bit:4.0.1:x86_64-Linux:nepomuck:2293480 4 1 >> tst_timer_1 :: 1423231056:4012, 64 bit:4.0.1:x86_64-Linux:nepomuck:3 -
Tst/Short/zerored.tst
r49189c rd0bdb6 1 LIB"tst.lib"; 1 2 LIB "ringgb.lib"; 3 4 tst_init(); 5 2 6 ring RG = (integer, 65536, 1, 65536), (x,y,z), dp; 3 7 // Polynomial 1: … … 69 73 //poly f = 1024*x^8*y^2+11264*x^8*y+28672*x^8+45056*x^7*y^2+36864*x^7*y+16384*x^7+40960*x^6*y^2+57344*x^6*y+32768*x^6+30720*x^5*y^2+10240*x^5*y+8192*x^5+35840*x^4*y^2+1024*x^4*y+20480*x^4+30720*x^3*y^2+10240*x^3*y+8192*x^3+4096*x^2*y^2+45056*x^2*y+49152*x^2+40960*x*y^2+57344*x*y+32768*x; 70 74 //testZero(f); 71 $ 75 76 tst_status(1);$ -
kernel/linear_algebra/linearAlgebra.cc
r49189c rd0bdb6 431 431 solution space will be. Thus, we start with the possibly too wide 432 432 matrix N and later copy the relevant columns of N into H. */ 433 int nonZeroC = 0 ; 433 int nonZeroC = 0 ; 434 434 int lastNonZeroC = n + 1; 435 435 -
m4/flags.m4
r49189c rd0bdb6 103 103 AX_APPEND_COMPILE_FLAGS(${FFLAGS}, [FEXCEPTIONSFRTTI_CXXFLAGS]) 104 104 AC_SUBST(FEXCEPTIONSFRTTI_CXXFLAGS) 105 105 106 106 AC_LANG_POP([C++]) 107 107
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