Changeset 360741 in git
- Timestamp:
- Jan 21, 2020, 4:38:40 PM (4 years ago)
- Branches:
- (u'spielwiese', 'fe61d9c35bf7c61f2b6cbf1b56e25e2f08d536cc')
- Children:
- f47408b1fbaa5550e599a333fbef837cbffa286d
- Parents:
- b262f1218ae1112aa4dde91dcd16243c0b6acfeecbf01b413214dc520717e4af698cf40a2a2954e4
- Files:
-
- 9 edited
Legend:
- Unmodified
- Added
- Removed
-
Singular/LIB/autgradalg.lib
rb262f12 r360741 1548 1548 def R = basering; 1549 1549 1550 string Sstr = "ring S = (" + charstr(basering) + "), Y(nvars(basering)..1), dp;"; 1551 execute(Sstr); 1550 list l6; 1551 for (int zz = 1; zz <= nvars(basering); zz++) 1552 { 1553 l6[zz] = "Y("+string(nvars(basering)+1-zz)+")"; 1554 } 1555 ring S = create_ring(ringlist(basering)[1], l6, "dp", "no_minpoly"); 1552 1556 setring S; //creates a ring of shape '0, Y(nvars(basering)..1), dp' 1553 1557 … … 2482 2486 // helper 2483 2487 static proc adjoinVar(int n0){ 2484 string S2str = " ring S2 = (" + charstr(basering) + "),((";2488 string S2str = "("; 2485 2489 2486 2490 for(int i = n0 + 1; i <= nvars(basering); i++){ … … 2490 2494 S2str = S2str + ", "; 2491 2495 } else { 2492 S2str = S2str + "), Z),(dp(nvars(basering) - n0), dp(1))"; 2493 } 2494 } 2495 2496 execute(S2str); 2496 S2str = S2str + ", Z)"; 2497 } 2498 } 2499 ring S2 = create_ring(ringlist(basering)[1], S2str, "(dp("+string(nvars(basering) - n0)+"), dp(1))", "no_minpoly"); 2497 2500 return(S2); 2498 2501 } … … 3313 3316 } 3314 3317 3315 string s = " ring S = ("+ charstr(R) + "), ("; //charstr: e.g. 0,a3318 string s = "("; 3316 3319 int firstone = 1; 3317 3320 int n = 0; // no of variables in new ring … … 3330 3333 } 3331 3334 3332 s = s + ") ,(dp(" + string(n-1) + "), dp(1));";3333 execute(s);3335 s = s + ")"; 3336 ring S = create_ring(ringlist(R)[1], s, "(dp(" + string(n-1) + "), dp(1))", "no_minpoly"); //charstr: e.g. 0,a 3334 3337 3335 3338 // map the ideal to Small: -
Singular/LIB/ring.lib
rb262f12 r360741 250 250 if (n >26) 251 251 { 252 string s="ring S ="+string(p)+",x(1.."+string(n)+"),ds;"; 252 list l1; 253 for (int zz = 1; zz <= n; zz++) 254 { 255 l1[zz] = "x("+string(zz)+")"; 256 } 257 ring S = create_ring(p, l1, "ds"); 253 258 } 254 259 else 255 260 { 256 string s="ring S ="+string(p)+",("+A_Z("x",n)+"),ds;"; 257 } 258 execute(s); 261 ring S = create_ring(p, "("+A_Z("x",n)+")", "ds"); 262 } 259 263 dbprint(printlevel-voice+2," 260 264 // 'defrings' created a ring. To see the ring, type (if the name R was … … 286 290 if (n >26) 287 291 { 288 string s="ring P="+string(p)+",x(1.."+string(n)+"),dp;"; 292 list l2; 293 for (int zz = 1; zz <= n; zz++) 294 { 295 l2[zz] = "x("+string(zz)+")"; 296 } 297 ring P = create_ring(p, l2, "dp"); 289 298 } 290 299 else 291 300 { 292 string s="ring P="+string(p)+",("+A_Z("x",n)+"),dp;"; 293 } 294 execute(s); 301 ring P = create_ring(p, "("+A_Z("x",n)+")", "dp"); 302 } 295 303 dbprint(printlevel-voice+2," 296 304 // 'defringp' created a ring. To see the ring, type (if the name R was … … 761 769 { 762 770 ideal I=ideal(S); 763 newRing="ring S0=("+charstr(S)+"),("+varstr(S)+"),dp;";764 771 minpoly_string=string(minpoly); 765 execute(newRing); 772 list l8 = ringlist(S)[2]; 773 ring S0 = create_ring(ringlist(S)[1], l8, "dp", "no_minpoly"); 766 774 execute("minpoly="+minpoly_string+";"); 767 775 ideal I=imap(S,I); 768 776 list pr=primdecGTZ(I); 769 newRing="ring SL=("+charstr(S)+"),("+varstr(S)+"),("+ordstr(S)+");"; 770 execute(newRing); 777 ring SL = create_ring(ringlist(S)[1], l8, "("+ordstr(S)+")", "no_minpoly"); 771 778 execute("minpoly="+minpoly_string+";"); 772 779 list pr=imap(S0,pr); … … 799 806 { 800 807 ideal J=ideal(@R); 801 newRing="ring R0=("+charstr(@R)+"),("+varstr(@R)+"),dp;";808 list l9 = ringlist(@R)[2]; 802 809 minpoly_string=string(minpoly); 803 execute(newRing);810 ring R0 = create_ring(ringlist(@R)[1], l9, "dp", "no_minpoly"); 804 811 execute("minpoly="+minpoly_string+";"); 805 812 ideal J=imap(@R,J); 806 813 list pr=primdecGTZ(J); 807 newRing="ring RL=("+charstr(@R)+"),("+varstr(@R)+"),("+ordstr(@R)+");";808 execute(newRing);814 setring(@R); 815 ring RL = create_ring(ringlist(@R)[1], l9, "("+ordstr(@R)+")", "no_minpoly"); 809 816 execute("minpoly="+minpoly_string+";"); 810 817 list pr=imap(R0,pr); … … 1165 1172 } 1166 1173 example 1167 { "EXAMPLE:" ,echo=2;1174 { "EXAMPLE:"; echo=2; 1168 1175 ring r=0,(x,y,z),dp; 1169 1176 hasCommutativeVars(r); -
Singular/LIB/solve.lib
rb262f12 r360741 59 59 if ((charstr(basering)[1]=="0") and (npars(basering)!=0)) 60 60 {ERROR("basering has parameters");} 61 int OLD_COMPLEX=0;62 61 int iv=checkv(f); // check for variable appearing in f 63 62 if(iv==0){ERROR("Wrong polynomial!");} … … 90 89 if(npars(basering)==1) 91 90 { 92 if(OLD_COMPLEX) 93 { 94 tt="1,"+string(par(1)); 95 if(tt==charstr(basering)) 96 {ss=tt;ringprec=system("getPrecDigits");} 97 } 98 else 99 { 100 tt=charstr(basering); 101 if(size(tt)>7) 102 { 103 if(string(tt[1..7])=="complex") 104 { 105 ss=tt; 106 ringprec=system("getPrecDigits"); 107 } 91 tt=charstr(basering); 92 if(size(tt)>7) 93 { 94 if(string(tt[1..7])=="complex") 95 { 96 ss=tt; 97 ringprec=system("getPrecDigits"); 108 98 } 109 99 } … … 135 125 if (ringprec<numberprec) 136 126 { 137 tt="ring lagc=(complex,"+string(numberprec)+","+string(numberprec)+ 138 "),"+string(var(iv))+",lp;"; 139 execute(tt); 127 ring lagc = create_ring("(complex,"+string(numberprec)+","+string(numberprec)+")", string(var(iv)), "lp"); 140 128 poly p=imap(rn,p); 141 129 poly v=var(1); … … 173 161 else 174 162 { 175 oo="ring exa=0,"+string(var(1))+",lp;"; 176 execute(oo); 163 ring exa = create_ring(0, string(var(1)), "lp"); 177 164 ideal SQQQQ=splitsqrfree(imap(rn,p),var(1)); 178 165 setring lagc; … … 237 224 if((solutionprec<numberprec)&&(size(ss)==0))// shorter output 238 225 { 239 oo="ring lout=(complex,"+string(solutionprec)+",1)," 240 +string(var(1))+",lp;"; 241 execute(oo); 226 ring lout = create_ring("(complex,"+string(solutionprec)+",1)", string(var(1)), "lp"); 242 227 list roots=imap(lagc,roots); 243 228 roots=transroots(roots); … … 1858 1843 1859 1844 // change the ground field to complex numbers 1860 string nrings= "ring RC =(complex,"+string(prec) 1861 +"),("+varstr(basering)+"),lp;"; 1862 execute(nrings); 1845 list l1 = ringlist(basering)[2]; 1846 ring RC = create_ring("(complex,"+string(prec)+")", l1, "lp"); 1863 1847 1864 1848 // map fi from old to new ring … … 2059 2043 2060 2044 // change the ground field to complex numbers 2061 string nrings= "ring RC =(complex,"+string(prec) 2062 +",I),("+varstr(basering)+"),lp;"; 2063 execute(nrings); 2045 list l2 = ringlist(basering)[2]; 2046 ring RC = create_ring("(complex,"+string(prec)+",I)", l2, "lp"); 2064 2047 2065 2048 // list with entry 0 (number) -
Singular/LIB/spcurve.lib
rb262f12 r360741 360 360 //--------------------------------------------------------------------------- 361 361 intvec a=weight(m); 362 string tempstr="ring rneu=" + charstr(r) + ",(" + varstr(r) + "),Ws(" + string(a) + ");";363 execute(tempstr);362 list l1 = ringlist(r)[2]; 363 ring rneu = create_ring(ringlist(r)[1], l1, "Ws(" + string(a) + ")", "no_minpoly"); 364 364 def M=imap(r,M); 365 365 int difset=0; … … 786 786 ERROR("The matrix was not n x (n+1) or not quasihomogenous"); 787 787 } 788 string ringre=" ring r=" + charstr(rt) + ",(x,y,z), Ws(" + string(wl[1]) + ");";789 execute(ringre);788 string orderKSK; 789 ring r = create_ring(ringlist(rt)[1], "(x,y,z)", "Ws(" + string(wl[1]) + ")", "no_minpoly"); 790 790 matrix M=imap(rt,M); 791 791 int ne=size(M); … … 827 827 if(defined(desiredorder)>1) 828 828 { 829 ringre="ring re=" + charstr(r) +",(e(1.." + string(ne) + "),"+ 830 varstr(basering) + "),Ws("; 829 orderKSK ="Ws("; 831 830 intvec tempiv=intvec(wl[2]); 832 831 for(i=1;i<=ne;i++) 833 832 { 834 ringre=ringre + string((-1)*tempiv[desiredorder[i]]) + ","; 835 } 836 ringre= ringre + string(wl[1]) + ");"; 833 orderKSK = orderKSK + string((-1)*tempiv[desiredorder[i]]) + ","; 834 } 835 orderKSK = orderKSK + string(wl[1]) + ");"; 836 list l2; 837 for (int zz = 1; zz <= ne; zz++) 838 { 839 l2[zz] = "e("+string(zz)+")"; 840 } 841 list l3 = ringlist(basering)[2]; 842 l2 = l2+l3; 843 ring re = create_ring(ringlist(r)[1], l2, orderKSK, "no_minpoly"); 837 844 } 838 845 else 839 846 { 840 ringre="ring re=" + charstr(r) +",(e(1.." + string(ne) + "),"+ varstr(basering) 841 + "),Ws(" + string((-1)*intvec(wl[2])) + "," 842 + string(wl[1]) + ");"; 843 } 844 execute(ringre); 847 list l4; 848 for (int zz = 1; zz <= ne; zz++) 849 { 850 l4[zz] = "e("+string(zz)+")"; 851 } 852 list l5 = ringlist(basering)[2]; 853 l4 = l4+l5; 854 ring re = create_ring(ringlist(r)[1], l4, "Ws(" + string((-1)*intvec(wl[2])) + ","+ string(wl[1]) + ")", "no_minpoly"); 855 } 845 856 module temp=imap(r,t1qh); 846 857 ideal t1qh=mod2id(temp,iv); -
Singular/LIB/standard.lib
rb262f12 r360741 1352 1352 if(find(ordstr(P),"s")==0) 1353 1353 { 1354 string ri= "ring Phelp =" 1355 +string(char(P))+",("+varstr_P+"),(dp,C);"; 1356 ri = ri + "minpoly = "+string(minpoly) + ";"; 1357 execute(ri); 1354 ring Phelp = create_ring("+string(char(P))+", "("+varstr_P+")", "(dp,C)", "+string(minpoly)+"); 1358 1355 def m=imap(P,m); 1359 1356 if (p_opt) { "using mres in another ring";} … … 1368 1365 if(size(#)<=2) 1369 1366 { 1370 string ri= "ring Phelp =" 1371 +string(char(P))+",("+varstr_P+"),(ls,c);"; 1372 ri = ri + "minpoly = "+string(minpoly) + ";"; 1373 execute(ri); 1367 ring Phelp = create_ring("+string(char(P))+", "("+varstr_P+")", "(ls,c)", "+string(minpoly)+"); 1374 1368 def m=imap(P,m); 1375 1369 m=std(m); … … 1382 1376 1383 1377 //mres for the local case and minimal resolution 1384 string ri= "ring Phelp =" 1385 +string(char(P))+",("+varstr_P+"),(ls,C);"; 1386 ri = ri + "minpoly = "+string(minpoly) + ";"; 1387 execute(ri); 1378 ring Phelp = create_ring("+string(char(P))+", "("+varstr_P+")", "(ls,C)", "+string(minpoly)+"); 1388 1379 def m=imap(P,m); 1389 1380 if (p_opt) { "using mres in another ring";} … … 1589 1580 RETURN: the quotient of m1 and m2" 1590 1581 { 1591 string s="ring @newr=("+charstr(basering)+1592 "),("+varstr(basering)+",@t,@w),dp;";1593 1582 def @newP=basering; 1594 execute(s);1583 ring @newr = create_ring(ringlist(basering)[1], "("+varstr(basering)+", @t, @w)", "dp", "no_minpoly"); 1595 1584 module b=imap(@newP,b); 1596 1585 module a=imap(@newP,a); … … 1612 1601 RETURN: the quotient of m1 and m2" 1613 1602 { 1614 string s="ring @newr=("+charstr(basering)+1615 "),("+varstr(basering)+",@t),dp;";1616 1603 def @newP=basering; 1617 execute(s);1604 ring @newr = create_ring(ringlist(basering)[1], "("+varstr(basering)+", @t)", "dp", "no_minpoly"); 1618 1605 module b=imap(@newP,b); 1619 1606 module a=imap(@newP,a); … … 1636 1623 RETURN: the quotient of m1 and m2" 1637 1624 { 1638 string s="ring @newr=("+charstr(basering)+1639 "),("+varstr(basering)+",@t),dp;";1640 1625 def @newP=basering; 1641 execute(s);1626 ring @newr = create_ring(ringlist(basering)[1], "("+varstr(basering)+", @t)", "dp", "no_minpoly"); 1642 1627 module b=imap(@newP,b); 1643 1628 module a=imap(@newP,a); … … 2759 2744 2760 2745 /* return ring */ 2761 def S = ring(L); 2746 //L; 2747 def S = ring(L); 2762 2748 if (kill_ring) 2763 2749 { … … 2770 2756 "EXAMPLE:"; echo = 2; 2771 2757 ring R = (0,a), x, lp; 2758 ringlist(R); 2772 2759 minpoly = a^2+1; 2773 2760 qring Q = ideal(x^3-2); -
Singular/LIB/tropical.lib
rb262f12 r360741 4885 4885 if (anzahlvariablen+numberdeletedvariables<nvars(basering)) 4886 4886 { 4887 execute("ring PARARing=("+charstr(basering)+",X("+string(1)+".."+string(nvars(basering)-anzahlvariablen-numberdeletedvariables)+")),t,ls;"); 4887 list l2; 4888 for (int zz = 1; zz <= (nvars(basering)-anzahlvariablen-numberdeletedvariables); zz++) 4889 { 4890 l2[zz] = "X("+string(zz)+")"; 4891 } 4892 ring PARARing = create_ring("("+charstr(basering)+","+string(l2)+")", "t", "ls"); 4888 4893 } 4889 4894 else … … 5078 5083 variablen=variablen+var(j); 5079 5084 } 5080 execute("ring TRANSFORMRING=("+charstr(basering)+"),("+string(variablen)+",X("+string(nvars(BASERING)-anzahlvariablen+1)+".."+string(nvars(BASERING)-anzahlvariablen+neuvar)+"),t),(dp("+string(anzahlvariablen-1)+"),dp("+string(nvars(BASERING)+neuvar-anzahlvariablen)+"),lp(1));"); 5085 list l3; 5086 for (int zz = string(nvars(BASERING)-anzahlvariablen+1); zz <= string(nvars(BASERING)-anzahlvariablen+neuvar); zz++) 5087 { 5088 l3[zz] = "X("+string(zz)+")"; 5089 } 5090 ring TRANSFORMRING = create_ring(ringlist(basering)[1], "("+string(variablen)+","+string(l3)+",t)", "(dp("+string(anzahlvariablen-1)+"),dp("+string(nvars(BASERING)+neuvar-anzahlvariablen)+"),lp(1))", "no_minpoly"); 5081 5091 // map i into the new ring 5082 5092 ideal i=imap(BASERING,i); … … 6181 6191 if (anzahlvariablen>2) 6182 6192 { 6183 string elring=" ring ELIMINATERING=("+charstr(basering)+"),("+string(simplify(reduce(maxideal(1),std(var(lastvar))),2))+"),(dp("+string(anzahlvariablen-2)+"),";6193 string elring="(dp("+string(anzahlvariablen-2)+"),"; 6184 6194 } 6185 6195 else 6186 6196 { 6187 string elring=" ring ELIMINATERING=("+charstr(basering)+"),("+string(simplify(reduce(maxideal(1),std(var(lastvar))),2))+"),(";6197 string elring="("; 6188 6198 } 6189 6199 if (anzahlvariablen<nvars(basering)) // if @a was present, the … … 6192 6202 } 6193 6203 elring=elring+"lp(1));"; 6194 execute(elring);6204 ring ELIMINATERING = create_ring(ringlist(basering)[1], "("+string(simplify(reduce(maxideal(1),std(var(lastvar))),2))+")", elring, "no_minpoly"); 6195 6205 ideal i=imap(BASERING,I); // move the ideal I to the new ring 6196 6206 // if not yet all variables have been checked, … … 6315 6325 if (anzahlvariablen>1) 6316 6326 { 6317 string elring=" ring ELIMINATERING=("+charstr(basering)+"),("+string(variablen)+"),(dp("+string(anzahlvariablen-1)+"),";6327 string elring="(dp("+string(anzahlvariablen-1)+"),"; 6318 6328 } 6319 6329 else 6320 6330 { 6321 string elring=" ring ELIMINATERING=("+charstr(basering)+"),("+string(variablen)+"),(";6331 string elring="("; 6322 6332 } 6323 6333 if (size(deletedvariables)+1<nvars(basering)) // if @a was present, … … 6326 6336 } 6327 6337 elring=elring+"lp(1));"; 6328 execute(elring);6338 ring ELIMINATERING = create_ring(ringlist(basering)[1], "("+string(variablen)+")", elring, "no_minpoly"); 6329 6339 ideal i=imap(BASERING,i); 6330 6340 ideal m=imap(BASERING,m); -
Singular/LIB/zeroset.lib
rb262f12 r360741 421 421 int n = nvars(basering); 422 422 def RINB = basering; 423 string ringSTR = "ring RINR = 0, " + string(var(n)) + ", dp;"; 424 execute(ringSTR); // new ring = Q[a] 423 ring RINR = create_ring(0, string(var(n)), "dp"); // new ring = Q[a] 425 424 426 425 list gcdList; … … 637 636 if(npars(basering) == 0) { @parName = "0";} 638 637 else { @parName = "(0, " + parstr(basering) + ")"; } 639 @str = "ring @RGCD = " + @parName + ", " + string(var(varIndex)) + ", dp;"; 640 execute(@str); 638 ring @RGCD = create_ring(@parName, string(var(varIndex)), "dp"); 641 639 if(@mp != "0") { execute ("minpoly = " + @mp + ";"); } 642 640 execute("poly @f = " + @sf + ";"); … … 717 715 g = f; 718 716 719 ringSTR = "ring SNRM1 = 0, " + string(var(1)) + ", dp;"; // univariate ring 720 execute(ringSTR); 717 ring SNRM1 = create_ring(0, string(var(1)), "dp"); // univariate ring 721 718 poly N, N1, h; // N, N1 do not contain 'a', use built-in gcd 722 719 h = gcd(imap(SNRMB, N), imap(SNRMB, N1)); … … 1100 1097 // create univariate ring 1101 1098 1102 ringSTR = "ring RIS1 = 0, (" + string(var(vars[1])) + ", " + string(var(n+1)) + "), lp;"; 1103 execute(ringSTR); 1099 ring RIS1 = create_ring(0, "(" + string(var(vars[1])) + ", " + string(var(n+1)) + ")", "lp"); 1104 1100 ideal mpoly = std(imap(NLZR, mpoly)); 1105 1101 list roots; … … 1405 1401 minPoly = string(minpoly); 1406 1402 } 1407 ringSTR = "ring TR = 0, (" + varstr(basering) + "," + parName + "), lp;"; 1408 1409 execute(ringSTR); 1403 ring TR = create_ring(0, "(" + varstr(basering) + "," + parName + ")", "lp"); 1410 1404 execute("ideal mpoly = std(" + minPoly + ");"); 1411 1405 export(mpoly); … … 1444 1438 varString = varString + string(var(n-1)); 1445 1439 1446 ringSTR = "ring TR = " + parName + ", (" + varString + "), lp;"; 1447 execute(ringSTR); 1440 ring TR = create_ring(parName, "(" + varString + ")", "lp"); 1448 1441 if(MP) { minpoly = number(imap(BR, mpoly)[1]); } 1449 1442 setring BR; -
Tst/Manual/laguerre_solve.res.gz.uu
rb262f12 r360741 1 1 begin 640 laguerre_solve.res.gz 2 M'XL(" ,E%,4\``VQA9W5E<G)E7W-O;'9E+G)E<P!M5%UOVC`4?>=77%63%MH03 M _!$G#A4\5.VF2E5?NK=JJT(PQ:I)4.P`W:_?=8#PL4)$D._Q_3CGV"^_[A^?4 M `8!.X.GQ#JZ<=9'1TZM;P']ONM0NZ-_V_!LF$S#Y>Z/J6KW9RJQ55*I-9%WN5 M >B_[+&R?91=N\W0Q/H'A$'[H<@:Y,5!7E;-0S2$OH2GU.J]U[A2L*O-95DN=6 M &VBL+M_A:5_RNX6E<HMJ-NHRQA'4'E);.@82!MOPLQ^:U;&DF+3Y8`YCH&(K7 MX` :VW/\P&``E1V#2]D8)S/2[QK96M2JTU579(=+H8OA@'E*"U+S2WZ,>`D@D8 M,Q8G/(W3 K/?*=HO!@$0ISU@J.9?\1E^32'`A:$9(*ON]5_X5;/`?+-[#2,0R9 M 3N($OW&+0@`GA/$L093X`G5SB3K,(]N)GZL-;+1;0%$M5T9M\:WF<UUH53H;10 M =N`L\F!=.E67*$S'#F@+O",MF*EYWAC7%:$D0BQN,VJMS)AU?%-TVUZY8@S!11 M OCCR&>I^N#V5D+(3"0,J(C^1Z%]O_W@Q`R8BH@8,UYA?.]'V6A]SH/.,M@X,12 M YK@4$14<#N\>?B+P/(3+156ZNC*CCIVVYY:O(P6<(')3U1\^ILL1[%"8K!AW13 M DW&"SV$TI/+P.7'[(K=?JH!PNS)X_'0)AS*^PJ@+^(:JQD&M++*/RP_/]Y?#14 M '*B(D8JC9[WOI!`I3Q,I6.L5M%V:)#&5WG<G+A9QPF0FA)2M\9(T2Y)$RI2?15 M N)A$)$9`G$G"LYWS*.<L2VB:G;E8$#PF1+(T:Y-)(O"ADLDS%V-+,:$Q%VF;16 M BU$\7`GA/#X:3+0N+A:J^-B/'\(Z-XWR%XMMIM9IUS@U.R7:(EEF!E,%I<IK17 M <!7\5775I4Q:K]=JJ993A>%%[HWCK9#KTD*^LY)/[[P,MMN8[@\);E%0Y+;M18 M (<?#,9^K&I5L5>O0,MKUA]<(N@(%02.2+II-SJ+L+,K(I+V<_<W;V(#V;[_U19 *_@%`).JWQP4`````2 M'XL("$H8)UX"`VQA9W5E<G)E7W-O;'9E+G)E<P!M5%UOXC`0?.=7K*J3+K0A 3 M^"-.'"IXJ-H[5:KZTGNK[JH03+%J$A0[E-ZOOW4(@7(%!,@[&>_.C/WTZ_;^ 4 M$0#H#![N;^#"61<9/;^X!OSWHDOM@N'UP/_";`8F?VU47:L76YFMBDKU'EF7 5 MN\%3Q\(ZEGVYY>EK?`;C,?S0Y0)R8Z"N*F>A6D)>0E/J;5[KW"G85.:CK-8Z 6 M-]!87;["0[?E=PMKY5;58M(SQA'4'E);.@42!KOP8QB:S7%+,6OY8`E3H&(G 7 MX`IVW'\Q&`$E1V#2]D8)+/2KQK8VM2JTU579(]+H;/A@&5*"TCS3WY,!`D@D 8 M,Q8G/(W3;/#,]HO!B$0ISU@J.9?\2E^22'`A:$9(*H>#9_X5;/0?+.Y@)&(9 9 M)W&"[[A%(8`3PGB6($I\@;HZ1QWFD>W$C]4[O&NW@J):;XS:X:]:+G6A5>EL 10 MV(.SR(-UZ51=HC&].J`M\%ZT8*&6>6-<OPDE$6+Q,:.VRDQ9KS?%M'7.%5,( 11 MNLU1SU`/P]VIA92=6!A0$?F)Q/!R]\>;&3`1$35BN,;\VHFWE_K(@<DSVCHP 12 MR'%N(CHX'M_<_43@YQ(N%U7IZLI,>G7:GEN]CA)P@LCWJG[S-5U.`$[&\1-A 13 M&0ZODW2O<ONEZ@BW&X/'39=PH/7[3OJ";Z!J'-3*HMJX?/=X>][\8?081^\R 14 MZD,FA4AYFDC!VF!@QM(DB:GT(6,=1L0)DYD04K812](L21(I4][E%?-%8JS& 15 MF20\VP>,<LZRA*99%U;$"()'@4B69BV-)`(_5#+9)37PW;"8T)B+M&5A%$]/ 16 M0CB/CPD2;4R+E2K>NGE#V.:F4?[FL,W<.NT:IQ:GREI4QRQ@KJ!4>0VN@K^J 17 MKGK*I`USK=9J/5=87N4^&=[K7)<6\GU6/+WSNMO^P;0[!?B(@B*W;0\YIG^Y 18 M5#5:U]K4HV6T[P_O"4PT.H!)(WTUFWVJLD]51F;M[>NOUL8&='C];?`/=/QS 19 %OJ@%```` 20 20 ` 21 21 end -
Tst/Manual/laguerre_solve.stat
rb262f12 r360741 1 1 >> tst_memory_0 :: 1 328629193:3140- 14542 :3-1-4:ix86-Linux:snork:2422522 1 >> tst_memory_1 :: 1 328629193:3140- 14542 :3-1-4:ix86-Linux:snork:22449003 1 >> tst_memory_2 :: 1 328629193:3140- 14542 :3-1-4:ix86-Linux:snork:22828604 1 >> tst_timer_1 :: 1 328629193:3140- 14542 :3-1-4:ix86-Linux:snork:111 1 >> tst_memory_0 :: 1579620426:4122, 64 bit:4.1.2:x86_64-Linux:nepomuck:191256 2 1 >> tst_memory_1 :: 1579620426:4122, 64 bit:4.1.2:x86_64-Linux:nepomuck:2183168 3 1 >> tst_memory_2 :: 1579620426:4122, 64 bit:4.1.2:x86_64-Linux:nepomuck:2291472 4 1 >> tst_timer_1 :: 1579620426:4122, 64 bit:4.1.2:x86_64-Linux:nepomuck:6
Note: See TracChangeset
for help on using the changeset viewer.