Singular Manual: ideal declarations (plural)

  | #### 7.2.1.1 ideal declarations (plural) Syntax: `ideal` name `=` list_of_poly_and_ideal_expressions `;` `ideal` name `=` ideal_expression `;` Purpose: defines a left ideal. Default: 0 Example:
      ring r=0,(x,y,z),dp;
      def R=nc_algebra(-1,0); // an anti-commutative algebra
      setring R;
      poly s1 = x2;
      poly s2 = y3;
      poly s3 = z;
      ideal i =  s1, s2-s1, 0,s3*s2, s3^4;
      i;
      ==> i[1]=x2
      ==> i[2]=y3-x2
      ==> i[3]=0
      ==> i[4]=-y3z
      ==> i[5]=z4
      size(i);
      ==> 4
      ncols(i);
      ==> 5

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