Ignore:
Timestamp:
Sep 27, 2010, 12:21:25 PM (14 years ago)
Author:
Stefan Steidel <steidel@…>
Branches:
(u'spielwiese', '4a9821a93ffdc22a6696668bd4f6b8c9de3e6c5f')
Children:
59a7ca1a2295e730269784972ec5b06a44bed680
Parents:
d8423632ac2a14a2b19b324e619be2d5757af760
Message:
Documentation

git-svn-id: file:///usr/local/Singular/svn/trunk@13288 2c84dea3-7e68-4137-9b89-c4e89433aadc
File:
1 edited

Legend:

Unmodified
Added
Removed
  • Singular/LIB/assprimeszerodim.lib

    rd84236 rf9ca02  
    106106               if(status(l(i), "read", "ready"))
    107107               {
    108                   P = read(l(i));                                        // read the result from l(i)
     108                  //--- read the result from l(i) ---
     109                  P = read(l(i));                                       
    109110                  CO1[index] = P[1];
    110111                  CO2[index] = bigint(P[2]);
     
    123124               }
    124125            }
    125             if(k == n)                                                   // k describes the number of closed links
     126            //--- k describes the number of closed links ---
     127            if(k == n)                                                   
    126128            {
    127129               j++;
    128130            }
    129             i_sleep = system("sh", "sleep "+string(t));                  // sleep for t seconds
     131            //--- sleep for t seconds ---
     132            i_sleep = system("sh", "sleep "+string(t));                 
    130133         }
    131134      }
     
    359362            for(i = 1; i <= n; i++)
    360363            {
    361                if(status(l(i), "read", "ready"))           // ask if link l(i) is ready otherwise sleep for t seconds
     364               //--- ask if link l(i) is ready otherwise sleep for t seconds ---
     365               if(status(l(i), "read", "ready"))           
    362366               {
    363                   P = read(l(i));                          // read the result from l(i)
     367                  //--- read the result from l(i) ---
     368                  P = read(l(i));                         
    364369                  CO1[index] = P[1];
    365370                  CO2[index] = bigint(P[2]);
     
    378383               }
    379384            }
    380             if(k == n)                                     // k describes the number of closed links
     385            //--- k describes the number of closed links ---
     386            if(k == n)                                     
    381387            {
    382388               j++;
     
    683689{
    684690//=== computes a poly F in Z/q1[T] such that <F>=kernel(Z/q1[T]--->Z/q1[vars(basering)])
    685 //=== mapping T to p1 and test if d=deg(squarefreepart(F)), q1 a prime randomly choosen
     691//=== mapping T to p1 and test if d=deg(squarefreepart(F)), q1 a prime randomly chosen
    686692//=== If not choose randomly another prime q2 and another linear form p2 and
    687693//=== computes a poly F in Z/q2[T] such that <F>=kernel(Z/q2[T]--->Z/q2[vars(basering)])
     
    742748static proc zeroRadP(ideal I, int p)
    743749{
    744 //=== computes F=(F_1,...,F_n) such that <F_i>=IZ/p[x_1,...,x_n] intersected with Z/p[x_i], F_i monic
     750//=== computes F=(F_1,...,F_n) such that <F_i>=IZ/p[x_1,...,x_n] intersected
     751//=== with Z/p[x_i], F_i monic
    745752   def R0 = basering;
    746753   list ringL = ringlist(R0);
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