Singular Manual: intmat2binomials

| #### D.4.24.34 intmat2binomials Procedure from library `normaliz.lib` (see normaliz_lib). Usage: intmat2binomials(intmat M); Return: an ideal generated by the binomials which correspond to the exponent vectors given by the rows of `M` Note: The number of variables in the basering `nvars(basering)` has to be at least the number of columns `ncols(M)`, otherwise the function exits with an error is thrown (see ERROR). The vector with all entries zero represents 1. Example:
    LIB "normaliz.lib";
    ring S = 37,(u,v,w,x,y,z),dp;
    intmat M[2][6] = 1,0,1,-1,-2,0,  -3,4,5,0,0,1;
    intmat2binomials(M);
    ==> _[1]=-xy2+uw
    ==> _[2]=v4w5z-u3
See also: binomials2intmat.

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