| LIB "teachstd.lib";
ring r=0,(x,y,z),ls;
spoly(2x2+x2y,3y3+xyz);
==> x2y4-2/3x3yz
ring s=0,(x,y,z),(c,dp);
spoly(2x2+x2y,3y3+xyz);
==> -1/3x3yz+2x2y2
spoly(2x2+x2y,3y3+xyz,1); //symmetric s-poly without division
==> -x3yz+6x2y2
spoly([5x2+x2y,z5],[x2,y3,y4]); //s-poly for vectors
==> [5x2,z5-y4,-y5]
|