Changeset 012ff8 in git for Tst/Long/surfacesignature.tst


Ignore:
Timestamp:
Mar 24, 2011, 11:34:32 AM (12 years ago)
Author:
Stefan Steidel <steidel@…>
Branches:
(u'spielwiese', '0d6b7fcd9813a1ca1ed4220cfa2b104b97a0a003')
Children:
0b9911353ba8e28e5f10b3e716ad420cf75550e3
Parents:
e4e153d5324f38b1cf9800650dbe4e7257b2a6f9
Message:
Changes respecting changes in surfacesignature.lib: brieskornSign --> signatureBrieskorn; signature --> signatureNemethi.

git-svn-id: file:///usr/local/Singular/svn/trunk@14047 2c84dea3-7e68-4137-9b89-c4e89433aadc
File:
1 edited

Legend:

Unmodified
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  • Tst/Long/surfacesignature.tst

    re4e153d r012ff8  
    44LIB "surfacesignature.lib";
    55
    6 example brieskornSign;
     6example signatureBrieskorn;
    77
    88ring R = 0, (x,y), dp;
    … …  
    1414f = x15-21x14+8x13y-6x13-16x12y+20x11y2-x12+8x11y-36x10y2   
    1515   +24x9y3+4x9y2-16x8y3+26x7y4-6x6y4+8x5y5+4x3y6-y8;
    16 a = signature(N,f,1);
    17 b = signature(N,f,2);
     16a = signatureNemethi(N,f,1);
     17b = signatureNemethi(N,f,2);
    1818a;
    1919a == b;
    2020
    2121g1 = f^3 + x9y8;
    22 signature(N,g1,2);
     22signatureNemethi(N,g1,2);
    2323
    2424g3 = f^5 + x20y20;
    25 signature(N,g3,2);
     25signatureNemethi(N,g3,2);
    2626
    2727
    2828N = 6;
    2929f = y4+2x3y2+x6+x5y;
    30 a = signature(N,f,1);
    31 b = signature(N,f,2);
    32 c = signature(N,f,3);
     30a = signatureNemethi(N,f,1);
     31b = signatureNemethi(N,f,2);
     32c = signatureNemethi(N,f,3);
    3333a;
    3434a == b;
    … …  
    3636
    3737g1 = f^2 + x5y5;
    38 a = signature(N,g1,1);
    39 b = signature(N,g1,2);
     38a = signatureNemethi(N,g1,1);
     39b = signatureNemethi(N,g1,2);
    4040a;
    4141a == b;
    4242
    4343g2 = f^3 + x11y11;
    44 a = signature(N,g2,1);
    45 b = signature(N,g2,2);
     44a = signatureNemethi(N,g2,1);
     45b = signatureNemethi(N,g2,2);
    4646a;
    4747a == b;
    … …  
    5050N = 7;
    5151f = x5+y11;
    52 a = signature(N,f,1);
    53 b = signature(N,f,2);
    54 c = signature(N,f,3);
     52a = signatureNemethi(N,f,1);
     53b = signatureNemethi(N,f,2);
     54c = signatureNemethi(N,f,3);
    5555a;
    5656a == b;
    … …  
    5858
    5959g1 = f^2 + x5y5;
    60 b = signature(N,g1,2);
    61 c = signature(N,g1,3);
     60b = signatureNemethi(N,g1,2);
     61c = signatureNemethi(N,g1,3);
    6262b;
    6363b == c;
    6464
    6565g2 = f^3 + x11y11;
    66 a = signature(N,g2,1);
    67 b = signature(N,g2,2);
     66a = signatureNemethi(N,g2,1);
     67b = signatureNemethi(N,g2,2);
    6868a;
    6969a == b;
    … …  
    7474    -7530x40y6+14955x33y12-285x26y18+6x41+1230x34y6+4680x27y12
    7575    +1830x20y18+30x13y24+x35-5x28y6+10x21y12-10x14y18+5x7y24-y30;
    76 a = signature(N,f,1);
    77 b = signature(N,f,2);
     76a = signatureNemethi(N,f,1);
     77b = signatureNemethi(N,f,2);
    7878a;
    7979a == b;
    … …  
    8282N = 12;
    8383f = 2x3y3-2y5+x4-xy2;
    84 b = signature(N,f,2);
    85 c = signature(N,f,3);
     84b = signatureNemethi(N,f,2);
     85c = signatureNemethi(N,f,3);
    8686b;
    8787b == c;
    8888
    8989f = -x3y3+x6y+xy6-x4y4;
    90 b = signature(N,f,2);
    91 c = signature(N,f,3);
     90b = signatureNemethi(N,f,2);
     91c = signatureNemethi(N,f,3);
    9292b;
    9393b == c;   
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