Hello Could you pleas tell me how can I solve the system of equations x^2 + y + z - 1 =0 x+ y^2 + z - 1 =0 x + y + z^ 2 - 1 =0 over C[x,y] with a given ideal I =< x^2 +y+z-1,x+y^2+z-1,x+y+z^2-1 > and Groebner basis g1=x+y+z^2-1 g2= y^2-y-z^2+z g3=2*y*z^2 +z^4 -z^2 g4=z6-4*z^4+4*z^3-z^2 with *Elimination* *theory* in sage? I know how to solve it but I can't solve it in sage.
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