Changeset 78388a in git for Singular/LIB/standard.lib


Ignore:
Timestamp:
May 18, 1998, 3:24:50 PM (26 years ago)
Author:
Hans Schönemann <hannes@…>
Branches:
(u'spielwiese', 'fe61d9c35bf7c61f2b6cbf1b56e25e2f08d536cc')
Children:
e331a7a05a8911621a68a7c2beeaf1e099a02ba5
Parents:
b355465b15195227199fbbee95a4a42526571051
Message:
* hannes: cahnged stdhilbert ->stdhilb


git-svn-id: file:///usr/local/Singular/svn/trunk@1816 2c84dea3-7e68-4137-9b89-c4e89433aadc
File:
1 edited

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  • Singular/LIB/standard.lib

    rb35546 r78388a  
    1 // $Id: standard.lib,v 1.10 1998-05-14 18:45:16 Singular Exp $
     1// $Id: standard.lib,v 1.11 1998-05-18 13:24:50 Singular Exp $
    22///////////////////////////////////////////////////////////////////////////////
    33
    4 version="$Id: standard.lib,v 1.10 1998-05-14 18:45:16 Singular Exp $";
     4version="$Id: standard.lib,v 1.11 1998-05-18 13:24:50 Singular Exp $";
    55info="
    66LIBRARY: standard.lib   PROCEDURES WHICH ARE ALWAYS LOADED AT START-UP
    77
    88 stdfglm(ideal[,ord])   standard basis of the ideal via fglm [and ordering ord]
    9  stdhilbert(ideal)      standard basis of the ideal using the Hilbert function
     9 stdhilb(ideal)         standard basis of the ideal using the Hilbert function
    1010";
    1111
     
    5555///////////////////////////////////////////////////////////////////////////////
    5656
    57 proc stdhilbert(ideal i,list #)
    58 "USAGE:   stdhilbert(i);  i ideal
    59          stdhilbert(i,v); i homogeneous ideal, v intvec (the Hilbert function)
    60 RETURN:  stdhilbert(i): a standard basis of i (computing v internally)
    61          stdhilbert(i,v): standard basis of i, using the given Hilbert function
    62 EXAMPLE: example stdhilbert; shows an example"
     57proc stdhilb(ideal i,list #)
     58"USAGE:   stdhilb(i);  i ideal
     59         stdhilb(i,v); i homogeneous ideal, v intvec (the Hilbert function)
     60RETURN:  stdhilb(i): a standard basis of i (computing v internally)
     61         stdhilb(i,v): standard basis of i, using the given Hilbert function
     62EXAMPLE: example stdhilb; shows an example"
    6363{
    6464   def R=basering;
     
    115115   ring  r = 0,(x,y,z),lp;
    116116   ideal i = y3+x2, x2y+x2, x3-x2, z4-x2-y;
    117    ideal i1= stdhilbert(i); i1;
     117   ideal i1= stdhilb(i); i1;
    118118   // is in this case equivalent to:
    119119   intvec v=1,0,0,-3,0,1,0,3,-1,-1;
    120    ideal i2=stdhilbert(i,v);
     120   ideal i2=stdhilb(i,v);
    121121}
    122122///////////////////////////////////////////////////////////////////////////////
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