- #1
mesarmath
- 8
- 0
hi,
i was reading about finitely generated ideals
and there was a remark that ideal which consists of polynomials with no constant term, in the polynomial ring Z[x_1,x_2,x_3,,,,,,] , is not finitely generated.
and i can not show it is not finitely generated
any idea?
i was reading about finitely generated ideals
and there was a remark that ideal which consists of polynomials with no constant term, in the polynomial ring Z[x_1,x_2,x_3,,,,,,] , is not finitely generated.
and i can not show it is not finitely generated
any idea?