Changeset 17f79e9 in git


Ignore:
Timestamp:
Jan 22, 2002, 7:38:19 PM (22 years ago)
Author:
Mathias Schulze <mschulze@…>
Branches:
(u'spielwiese', 'e7cc1ebecb61be8b9ca6c18016352af89940b21a')
Children:
c71297ce818fd236cddfd484d3705f8404890bef
Parents:
d94d07d2d8ea10dc2dd053ec3621467ac1ffa0e9
Message:
*** empty log message ***


git-svn-id: file:///usr/local/Singular/svn/trunk@5803 2c84dea3-7e68-4137-9b89-c4e89433aadc
Files:
10 edited

Legend:

Unmodified
Added
Removed

  • Singular/LIB/gaussman.lib

    rd94d07 r17f79e9  
    11///////////////////////////////////////////////////////////////////////////////
    2 version="$Id: gaussman.lib,v 1.63 2002-01-22 17:29:12 mschulze Exp $";
     2version="$Id: gaussman.lib,v 1.64 2002-01-22 18:38:19 mschulze Exp $";
    33category="Singularities";
    44
    … …  
    11041104  dbprint(printlevel-voice+2,"// compute reduced standard basis of H''");
    11051105  degBound=k0+k1+2;
    1106   option("redSB");
     1106  option(redSB);
    11071107  H=std(H);
    1108   option("noredSB");
     1108  option(noredSB);
    11091109  degBound=0;
    11101110  H=simplify(jet(H,k0+k1),1);
    … …  
    12561256    v0[i]=std(reduce(v0[i],v0[i+1]));
    12571257  }
     1258  option(noredSB);
    12581259
    12591260  dbprint(printlevel-voice+2,"// remove trivial graded parts");

  • Tst/Long/gaussm_l.res.gz.uu

    rd94d07 r17f79e9  
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     129M6"B#A7HJPR)7;$.HA5/VJZ>J5>>W(DR<ZF7C%B\##DZ'&X&ERU#MZQUG!R6%
     130MA5/P/.RPU=!T(_@3Q^'8;6'Y+03\#@)^EU[&A[]8?:)9?6+&]8GO*M9V&FL[
     131MAR?K%BNAZWLC+!K>F\?\Q/%3Q]":83^E#&O"A2,N>*0M15AMC?P<8?D],]/>
     132M.+G>W$DXBBOZG."HE1L,69^5P0D?%.N73II0P=8-[60%/7LA#:;AL.N1+##Y
     133MX/0]4I27V&<@)SR8@\I"A8/3G%P*4<%;GD("Q:N\@X1LWZ\`G+6>CA%#$C<E
     134MRZM"%W59*U@%P+=EX9,I?!!HT7:T>64VDQU!2V@)"HU4!G7B-%ACHCLPO=X)
     135MO=!1K=U%5L,J4IXI^^H&C+2$AB[2;SPV?6I=YDKA]/&]P*4%YORV4#?0H329
     136MY%M:*OJ[8<DQU^?D?&F.Q)<K-V6U#+)UL#M!.GL2E+,G03M;$GQ;YAR&)Q5N
     137M"$#?1[HM">34)@#F>/61%K6P-V'V=FJ^:MS1!$YS`2P5W_JEXM/F"N!_E$XZ
     138MD9Q%V/7KR,4`P?.S4_M'3]TUQUOF&BROV\[;XO#`4PDU[/T7WNZ;D6,I/78\
     139M>L.<"#N&9QCQ_M02=@R/`7D:#^NIF^-,\>2*#5;O>,FSTC]^S6!:"9)>RDES
     140M>?UF(>.5]C:*TDJ.]V4PLR3=E)K3=U9.)Y`.=;\(+38[8#!5-B\]()QDF7/F
     141M@G"S93TQG\`!BRB1)6>?+M$82U:[$?TPSP$K%:F-4H+BJ.V$UZ0VA@!^2DHA
     142MLSJA7>G"[MU9N_*:]:P$Q>7':4HR1B(M29;R4E5SXH!.DI<+!!8HB3:3Y84!
     143MD4^WF,@2,S)72UVPWPU3CM9_G)XSS9$X<\4VK=N#,1I0;'P6*G!IUV[D=;8&
     144M#_&U=WW9I*#%A,CMW?[@=')DY-;>%;TYA,"BI->+/B%F;UOJ=^`<N6X2\96(
     145MKD)L-2)K$-<44<T0TQP1+1P\Q=;!4P@'3^'@.=Y:?<(`GKAF,G(V$9^%X,\F
     146MXETV?N-41-UH7MTP!=V'QB<KB`.5V.D9,N`0":HM6]3$$[/\O++11Q`7DF45
     147MBPL)A8$AH:H:9%3Q\4N%<J!1#@S*08IRD*$<Y"@'!<H!<O[6Y7Q7_0RU(?,%
     148M_BNC'\[HBZ*>C\KMYO&X?<T&69U5ZLP_]0[ZMLD?L36;E]Y#!U-01ML[D;*U
     149MP]BW"9:UT03>2/!P_W]H2P%:YF`CZI(6R\2S1QLYJ?>X401`EYO#R589`[X3
     150MBH-?CX>'&2WIIQ'&50\MYPYVY=4TF?9:@<2[)_65<%0?''Q4DB(@/?"@\*:"
     151M,[RUOWZ=+@3!$X4=4<&3M2S+Y8X0%KW8H:1X3+;,%$68+(QG1_)N/).%<<@E
     152M#<'#@^+X\V[X/0/A=K@GYC0N:.ESVO;9=]__X=L_;H00;S?V6K[:W-_=_W1W
     1539?WG_Y:Y![K7]1KW=_,.S_P.K:K4E,=<`````
    164154`
    165155end

  • Tst/Long/gaussm_l.stat

    rd94d07 r17f79e9  
    1 1 >> tst_memory_0 :: 981638166:2001020518:1-3-13:HPUX-10:wilde13:919076
    2 1 >> tst_memory_1 :: 981638166:2001020518:1-3-13:HPUX-10:wilde13:5508760
    3 1 >> tst_memory_2 :: 981638166:2001020518:1-3-13:HPUX-10:wilde13:5492376
    4 1 >> tst_timer_1 :: 981638166:2001020518:1-3-13:HPUX-10:wilde13:27438
     11 >> tst_memory_0 :: 1011724627:2002012218:2-0-3:ix86-Linux:flammo.mathematik.uni-kl.de:668716
     21 >> tst_memory_1 :: 1011724627:2002012218:2-0-3:ix86-Linux:flammo.mathematik.uni-kl.de:1312516
     31 >> tst_memory_2 :: 1011724627:2002012218:2-0-3:ix86-Linux:flammo.mathematik.uni-kl.de:1312516
     41 >> tst_timer_1 :: 1011724627:2002012218:2-0-3:ix86-Linux:flammo.mathematik.uni-kl.de:4460

  • Tst/Long/gaussm_l.tst

    rd94d07 r17f79e9  
    3434// parabolic
    3535
    36 "P_{8}","x,y,z","ls","x3+y3+z3",
    37 "X_{9}","x,y","ls","x4+y4",
    38 "J_{10}","x,y","ls","x3+y6",
     36"P_{8}","x,y,z","ds","x3+y3+z3",
     37"X_{9}","x,y","ds","x4+y4",
     38"J_{10}","x,y","ds","x3+y6",
    3939
    4040// hyperbolic
    4141
    42 "T_{3,4,5}","x,y,z","ls","x3+y4+z5+xyz",
    43 "T_{3,4,6}","x,y,z","ls","x3+y4+z6+xyz",
    44 "T_{4,5,6}","x,y,z","ls","x4+y5+z6+xyz",
     42"T_{3,4,5}","x,y,z","ds","x3+y4+z5+xyz",
     43"T_{3,4,6}","x,y,z","ds","x3+y4+z6+xyz",
     44"T_{4,5,6}","x,y,z","ds","x4+y5+z6+xyz",
    4545
    4646// 14 exceptional families
    … …  
    5454"Z_{13}","x,y","ds","x3y+y6",
    5555
    56 "W_{12}","x,y","ls","x4+y5",
    57 "W_{13}","x,y","ls","x4+xy4",
     56"W_{12}","x,y","ds","x4+y5",
     57"W_{13}","x,y","ds","x4+xy4",
    5858
    59 "Q_{10}","x,y,z","ls","x3+y4+yz2",
    60 "Q_{11}","x,y,z","ls","x3+y2z+xz3",
    61 "Q_{12}","x,y,z","ls","x3+y5+yz2",
     59"Q_{10}","x,y,z","ds","x3+y4+yz2",
     60"Q_{11}","x,y,z","ds","x3+y2z+xz3",
     61"Q_{12}","x,y,z","ds","x3+y5+yz2",
    6262
    63 "S_{11}","x,y,z","ls","x4+y2z+xz2",
    64 "S_{12}","x,y,z","ls","x2y+y2z+xz3",
     63"S_{11}","x,y,z","ds","x4+y2z+xz2",
     64"S_{12}","x,y,z","ds","x2y+y2z+xz3",
    6565
    66 "U_{12}","x,y,z","ls","x3+y3+z4";
     66"U_{12}","x,y,z","ds","x3+y3+z4";
    6767
    6868
    … …  
    7272  f;
    7373  print(monodromy(f));
    74   list l=vfiltration(f);
     74  list l=vwfilt(f);
    7575  l;
    76   vfiltjacalg(l);
    77   gamma(l);
     76  l=spnf(l[1],l[3],l[4])+list(l[5],l[6]);
     77  endvfilt(l);
     78  spgamma(l);
    7879}
    7980
    8081
    81 string s;
    82 int i,t;
     82string c;
     83int i;
    8384for(i=1;i<=size(d);i=i+4)
    8485{
    85   s="ring R=0,("+d[i+1]+"),"+d[i+2]+";";
    86   execute(s);
    87   s="poly f="+d[i+3]+";";
    88   execute(s);
     86  c="ring R=0,("+d[i+1]+"),"+d[i+2]+";";
     87  execute(c);
     88  c="poly f="+d[i+3]+";";
     89  execute(c);
    8990
    9091  tst_gaussm(f);

  • Tst/Short/gaussm_ex.res.gz.uu

    rd94d07 r17f79e9  
    1 begin 640 gaussm_ex.res.gz
    2 M'XL("#WDASH``V=A=7-S;5]E>"YR97,`[59-B]LP$+W[5XBE!YLHL25;=M)@
    3 M0TOWL+`II=M#H83@[B;!Q1\A]K;VO]^19$MVG&V[2PX]E!!E]&;>S&CR!+K[
    4 M\N'F(T*(1.CVYCVZJLIJEB;?KY;&7>NA$0)PD^1)95I+@_^B*$+[^+$LL\VV
    5 MGN7;7[.RBBO%<".D;&\F\\KP.#])SGJA_@QMZS@[I%N4%7GQ<"RR9FG8-CH<
    6 MBWL-H1VL"-*@?D[C^NN[U:?;Z[<&0L<DWZ//H8/-&C<6?BB7`!Z*%*AAS28U
    7 M;>BD81S,XNJ8U&@5JNSFSA+1D*,R5V`3UR8.=C`TB,3:;5`/D^LT8#;Q<1N%
    8 M#.DB1"4X2YT2VQO@FBK7A>0_5_5W5+&2OZ)."1Y3'1SPXJ^IZN!V'&<&^#RU
    9 M'<:@X<$`_UCUS%D7NH&74L7:G\$+J2U.;(I?29UR+GP-=4^"2-V3G[LDK8YQ
    10 ME12YOBD]\))W)4W*"J5A+_O@KJ1@?R-KGA-MP`AYXW)#8<-%('>N<'4[;QVV
    11 M%EN'&O;7H68$W$,-R".R$TSATZX&Y!-H5[LKO]_F)B&6<-$S+L=2$)60+X/=
    12 M<?!B%.O)6&\<RZ2'C3WS4197QOKCV&`42V5L<.8HEM$U(K"&J;$WGIIYXZJ!
    13 M-U1-O&[4O!LU[+IES<%L60LP6Q9QP&Y-J`;_`.L5IZ"8">OJ4@Z`@EBM&ZG9
    14 MM.L0>J&-KY4]/U'VC_@^3O<GRI;@)97=2VL.Y7VJ:4<=B]A,G8C:^CQ*](PK
    15 MF*GI>IT=B)']E_(_*66EQ(56XC[.LEAK4&POJ3Z1<*@[['#E@90\1[5$'/U4
    16 <(F0FWF3\U?58PM34@XK`:^V-\01DS8Y5U0D`````
     1begin 644 gaussm_ex.res.gz
     2M'XL("/&L33P``V=A=7-S;5]E>"YR97,`U59K;YLP%/W.K[BJ]@%4FF`#>2J9
     3M.JW2ICW5;=*DJ6I8XF9>"2!P,OCWN[;!I"7=IBG:HY7"]?6YQ_=QXO#N_=/G
     4MKP&`S.'E\R=P(@K1B_GGDZGUKMZA<T#G-4^XL)VI)9\PG\,ZVA;%YIJ5O81]
     5MZQ4B$B;"GX.Q@Y[FU?`HN4<>[D$'/6!EM,EB!ILT25=YNJFF5K\/69XN6Q?<
     6MX"<@#>QS6A<?SU^]?7DQL0!RGJSA<N:Y=NE6CKLJINC,TK@",2O#TY)6]+0*
     7MI=.0V@)+^T2N9#A<HS$C?:IM>C4;]HFG%_[5;&P6`:*T%:)%C'^`*U^N,%81
     8M4I<T_Q92*!]QJ2O]^&F9%@SGI@6[;S<\%FW]>GW,XC5CM_*S_=+/_/W:S\A^
     9M\5Y;_'[M;<10M_%`&USO4"-D>P+M;3)JDEJSQ";$45OTP);G&!?5KH$&^UWP
     10MN(,--#;H8D.]$W9W_`[+2&,'72SM8(<:.SQ0BF,UQRE?%9IA5(&91.6;,534
     11MS*&LS!0J,X*RCAJA64>-T:RCB(=V;4K96TW^ZG"*>CD-FW.I=*!^PK)-)"S#
     12ML[#)47XCO&IP2L/2QR"CZU&K:Y:L=G>5W7B.J>V&T][5&K\O<L]41/JA*8;V
     13M]PKIMWWU&S\V-FCLH>H6/:AB_W]1\:C#XC^HXF$'2W^HXN!OJC@\OHK'K8J+
     14M;!UM-E$KXMKQFQJ.>2&08B:?-E^Q*+;E+>RJV]=5MZ[KN>JA/+CGN#P1.[:T
     15M[RA/ZAR0*<-CA%UDN-1,Q'%MS4:E11K+4SMF:1`Z1G&IPC07>@//-(1X;4/$
     16M)A(Y+]N&U(YC?JE5E\YG-;/ZX<*I/`::K/"7?+7%-&+."DA2`3P!\87!#<\+
     17MH5$LS],<TN5RF^=L)0'[&4TF,;\1G],M<L4\8>"/R006`,]F7YFPY:;]P7WF
     18MN"^<Z4(3QBS:R=P?H)&@XI9GF<0(5M;WV\)9U*E$`D1ZRQ+I^A%C7>^O0)K!
     19MD']C,+Q(XTA@LY<Y%WP9Q1B.N@0/L\O8$G=^;33K3:&248,AP4@-1OY=7%Z^
     20MN;1/?G[.R4^F5I_PT,RF?V!FM'T5)GY/O7/+M^IM@7>I>6$FP1P>6=\!KB>H
     21%=;4+````
    1722`
    1823end

  • Tst/Short/gaussm_ex.stat

    rd94d07 r17f79e9  
    1 1 >> tst_memory_0 :: 981984317:2001021213:1-3-13:ix86-Linux:nepomuck:317396
    2 1 >> tst_memory_1 :: 981984317:2001021213:1-3-13:ix86-Linux:nepomuck:749628
    3 1 >> tst_memory_2 :: 981984317:2001021213:1-3-13:ix86-Linux:nepomuck:749628
    4 1 >> tst_timer_1 :: 981984317:2001021213:1-3-13:ix86-Linux:nepomuck:131
     11 >> tst_memory_0 :: 1011723506:2002012218:2-0-3:ix86-Linux:flammo.mathematik.uni-kl.de:231704
     21 >> tst_memory_1 :: 1011723506:2002012218:2-0-3:ix86-Linux:flammo.mathematik.uni-kl.de:747268
     31 >> tst_memory_2 :: 1011723506:2002012218:2-0-3:ix86-Linux:flammo.mathematik.uni-kl.de:972548
     41 >> tst_timer_1 :: 1011723506:2002012218:2-0-3:ix86-Linux:flammo.mathematik.uni-kl.de:262

  • Tst/Short/gaussm_ex.tst

    rd94d07 r17f79e9  
    55
    66example monodromy;
    7 example vfiltration;
    8 example vfiltjacalg;
    9 example gamma;
     7example vwfilt;
     8example endvfilt;
     9example spgamma;
     10example tmatrix;
     11example tmatrix;
    1012
    1113tst_status(1);

  • Tst/Short/gaussm_s.res.gz.uu

    rd94d07 r17f79e9  
    11begin 644 gaussm_s.res.gz
    2 M'XL("(&8@CH``V=A=7-S;5]S+G)E<P#M5LN.FS`4W?,5UJ@+T!#`!H=D1F31
    3 M=C-2U46GNRH:.<_2\AAA9HI5]=][;8--2J;MS*J+)HIS'^?<>WVP@-N/;V_>
    4 M(X3P"KV[>8TN6MX&1;ZYN'9N^PQ9(0C>Y57>NMZU(__1:H6.[('S\HX'U?Y;
    5 MP%O6&D*\0L9.`EU6HUGU2VTZ@LX#:Z<!NF_JK6JLJ>Y]70AT\`QD$:#OQED&
    6 ML&P8WS=Y=33E,9;A@_5CZ=\#IG7+NJIW35T*]^!Y%D$EHLAYBXKL\9`7;</:
    7 MO*X`9#&IPEA?-5?@+VS+BJ-;6#!1(QQ96;*3,$SRPSB)58%0JP(!1>1^T(<L
    8 M\MW.%YZ_X[9$ND):DZRCEQT1Y%)0FUV,:L*`(R'E5L(0IMI^9@W;MJ`9;_,M
    9 MND*1CE</Y6;?H/J`'EG#(4YT7'TV1;W]*L\+Q.MFIP1'.SY"V,\5JEBYY]+L
    10 MD$!GJI!QE3>.V@7L1E`'QR&._,B7:+4.#AK%]#I+:8CG?H]"CDYA;`J<I<YP
    11 MF)S$+56O2\U_JNOOJ&K%?T6=87]*C?Q4-G])U\COY3@CX-/47HR3@4\$_&/7
    12 M,WM=V@&>2U7K6(-G4OLX#HG_0NI,<N'G?,+K*P<"=V!D,JH=`HY46'NQ2@U>
    13 MLLYZBZXS&YZO,\M(90:J$UT=^P2^_>I`/14=>@_MC_O*Q=A3*7(F%7DF1'1H
    14 MKL'Q%+R<8!.-3:98JC-TFEE,JL0:.Y]BTPF6:&QZ9BN>,PRB8G!'&(@B,9J+
    15 MV`@NB%&\$T9O8<3N>M8"S)ZU!+-GX0CLWH1N<`7HJ#F!^](E'?H2&8#[%.WL
    16 M(!V=#1/"+$3,3X]-9)@XI(9$0DLQYXK*0T+-!I+!3M54_T_+/WE:X.HET?"X
    17 ?C2/[Z(VQ?O3*]Z,'#G.:!W0,KU6OG)^I`S@"?@D``-54
     2M'XL(".BM33P``V=A=7-S;5]S+G)E<P#554V/FS`0O?,KK*H'4`A@&T.R*SBT
     3MO:Q4]=#M;16MR&=1^8@PNXM5];]W;`>;+6E/E:HF$IEY\^;-C#TB]U\^W'U"
     4M".$<?;Q[A][TO`^J<OOFUKF_1$B.`'PLF[)WO5M'_J(\1Z?BB?/ZD0?-X27@
     5M?=&;!)HC8\>!EM7LHOE%FTVH26#M-$#GKMVIPCK5/;>50$?/4%8!^FZ<=0"/
     6M;<$/7=F<C#S&$CY:GTK_#)S>K=NFW7=M+=RCYUD&DXRJY#VJLN>78UGU$+?A
     7M5(6MK^I6&3\W1[=ZP!N_>J#R$6^\A50!D$D_V5@1HKHZ-/MG)5]-(JH_?CX5
     8M=5V\"D!;/XR3V$,CJ3TT`B<BQT>?L\AW!U]X_IY;B76.]!%F`UL,1)"%8"9*
     9M(ZM)H;_)N<OQPQ#ZVGTMNF+7PQ'SOMRA&Q1IO'FJMX<.M4?T7'0<<*)Q]=E6
     10M[>Z;7"_`VVZO[@?M^81A/S>H*>H#E^:`!+JB0J8J[QTU!4PCF`-G?^,`XQ&,
     11M#(=$VV23I2&.M$,WV=HX,;"TQ<#"!D_`H]*#7"5(?#Q^'9!0&/:)+W%XOBZ\
     12MG%9>TFGI)9[6CFSM:6F;D>HIKG3A1]?ZD-W%&AT[&ILZ'1H78T^%R)50Y!F(
     13M:"C19#HGKV?<6'/C.9?I")M'Z$QEI;G)G$MFW%1STRNC>,Y83F&P%V.BB,U-
     14M"&JN01!S#X,PMR#,%0R7K!68EZPUF)<L'(%],>76.6/_JCB![5RPL2Z1`&PK
     15M&VPC;&!+-O8H%S(2R8*P@4+2J[6*C`8.F4DGX20UM)/0$8=1XM%.57_DZM[0
     16M_V5O5C,5^MN]26=<\L>]B?_EWK"_MC>P"'%DWN1D\E:G^JTN_ZF?.(QLW_UQ
     17-CMXZ/P&_YB!@"`@`````
    1818`
    1919end

  • Tst/Short/gaussm_s.stat

    rd94d07 r17f79e9  
    1 1 >> tst_memory_0 :: 981637245:2001020518:1-3-13:HPUX-10:wilde13:248008
    2 1 >> tst_memory_1 :: 981637245:2001020518:1-3-13:HPUX-10:wilde13:753304
    3 1 >> tst_memory_2 :: 981637245:2001020518:1-3-13:HPUX-10:wilde13:753304
    4 1 >> tst_timer_1 :: 981637245:2001020518:1-3-13:HPUX-10:wilde13:452
     11 >> tst_memory_0 :: 1011723752:2002012218:2-0-3:ix86-Linux:flammo.mathematik.uni-kl.de:218324
     21 >> tst_memory_1 :: 1011723752:2002012218:2-0-3:ix86-Linux:flammo.mathematik.uni-kl.de:767748
     31 >> tst_memory_2 :: 1011723752:2002012218:2-0-3:ix86-Linux:flammo.mathematik.uni-kl.de:767748
     41 >> tst_timer_1 :: 1011723752:2002012218:2-0-3:ix86-Linux:flammo.mathematik.uni-kl.de:131

  • Tst/Short/gaussm_s.tst

    rd94d07 r17f79e9  
    1515  endvfilt(l);
    1616  spgamma(l);
    17   l=tmatrix(f);
    18   print(l[1]);
    19   print(l[2]);
    2017}
    2118
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