Seria 2 - zadanie 2

2703 days ago by netkuba

P.<x,y,z> = PolynomialRing(CC, 3, order='lex') f = P(x*y^2*z^2+x*y-y*z) F = (P(x-y^2), P(y-z^3), P(x^2-1)) f.reduce(F) 
       
z^14 + z^9 - z^4
P.<x,y,z> = PolynomialRing(CC, 3, order='deglex') f = P(x*y^2*z^2+x*y-y*z) F = (P(x-y^2), P(y-z^3), P(x^2-1)) f.reduce(F) 
       
x*y - y*z + z^2
P.<x,y,z> = PolynomialRing(CC, 3, order='lex') f = P(x*y^2*z^2+x*y-y*z) F = (P(x^2-1), P(y-z^3), P(x-y^2)) f.reduce(F) 
       
z^14 + z^9 - z^4
P.<x,y,z> = PolynomialRing(CC, 3, order='deglex') f = P(x*y^2*z^2+x*y-y*z) F = (P(x^2-1), P(y-z^3), P(x-y^2)) f.reduce(F) 
       
x*y - y*z + z^2