Changeset 7248478 in git
- Timestamp:
- Mar 8, 2002, 11:30:56 AM (21 years ago)
- Branches:
- (u'jengelh-datetime', 'ceac47cbc86fe4a15902392bdbb9bd2ae0ea02c6')(u'spielwiese', 'f875bbaccd0831e36aaed09ff6adeb3eb45aeb94')
- Children:
- a99e317cf573a2980db13d1793dcffa22cb1d37c
- Parents:
- a8ddefa37127dd97a188f5d1739f73d7cec979dd
- Location:
- Singular/LIB
- Files:
-
- 2 edited
Legend:
- Unmodified
- Added
- Removed
-
Singular/LIB/gaussman.lib
ra8ddef r7248478 1 1 /////////////////////////////////////////////////////////////////////////////// 2 version="$Id: gaussman.lib,v 1.7 6 2002-03-08 09:40:23mschulze Exp $";2 version="$Id: gaussman.lib,v 1.77 2002-03-08 10:30:56 mschulze Exp $"; 3 3 category="Singularities"; 4 4 … … 391 391 392 392 dbprint(printlevel-voice+2,"// transform H'' to saturation of H''"); 393 H0=division(freemodule(mu)*s^k,H,k ,intvec(1))[1];393 H0=division(freemodule(mu)*s^k,H,k*deg(s))[1]; 394 394 395 395 return(A0,r,H,H0,k); … … 405 405 C,r=l[1..2]; 406 406 A0=A0+C; 407 408 407 dbprint(printlevel-voice+2,"// transform A to saturation of H''"); 409 matrix A=division(A0*H+s^2*diff(matrix(H),s),H, K+1,intvec(1))[1]/s;408 matrix A=division(A0*H+s^2*diff(matrix(H),s),H,(K+1)*deg(s))[1]/s; 410 409 411 410 return(A,A0,r); … … 1124 1123 dbprint(printlevel-voice+2,"// transform to V-splitting basis"); 1125 1124 A=jet(A,0); 1126 H=std(division(H,U, k0+k1,intvec(1))[1]);1125 H=std(division(H,U,(k0+k1)*deg(s))[1]); 1127 1126 1128 1127 dbprint(printlevel-voice+2,"// compute V-leading terms of H''"); … … 1235 1234 1236 1235 dbprint(printlevel-voice+2,"// compute matrix A0+sA1 of t"); 1237 A=division(s*A*H+s^2*diff(matrix(H),s),H, 1,intvec(1))[1];1236 A=division(s*A*H+s^2*diff(matrix(H),s),H,deg(s))[1]; 1238 1237 A0=jet(A,0); 1239 1238 A=jet(A,1)/s; -
Singular/LIB/linalg.lib
ra8ddef r7248478 1 1 //GMG last modified: 04/25/2000 2 2 ////////////////////////////////////////////////////////////////////////////// 3 version="$Id: linalg.lib,v 1.2 7 2002-03-08 09:40:44mschulze Exp $";3 version="$Id: linalg.lib,v 1.28 2002-03-08 10:30:56 mschulze Exp $"; 4 4 category="Linear Algebra"; 5 5 info=" … … 27 27 hessenberg(M); Hessenberg form of M 28 28 evnf(e[,m]); eigenvalues normal form of (e[,m]) 29 eigenvals(M); eigenvalues andmultiplicities of M29 eigenvals(M); eigenvalues with multiplicities of M 30 30 jordan(M); Jordan data of M 31 31 jordanbasis(M); Jordan basis and weight filtration of M … … 1428 1428 if(system("with","eigenval")) 1429 1429 { 1430 return(system("eigenvals", M));1430 return(system("eigenvals",jet(M,0))); 1431 1431 } 1432 1432
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