skip to main
|
skip to sidebar
Index
Wednesday, November 5, 2008
k[x]
(x)
is not a polynomial ring
k[x]
(x)
is a DVR, and as such, has a unique(up to associates) irreducible element. Polynomial ring over an integral domain, on the other hand, has at least two irreducible elements x and x+1 that are not associates.
No comments:
Post a Comment
Newer Post
Older Post
Home
Subscribe to:
Post Comments (Atom)
Blog Archive
►
2011
(2)
►
January
(2)
►
2010
(107)
►
December
(23)
►
November
(25)
►
October
(39)
►
September
(14)
►
August
(6)
►
2009
(2)
►
September
(1)
►
March
(1)
▼
2008
(52)
►
December
(1)
▼
November
(3)
Extending module homomorphism to localized module
k[x](x) is not a polynomial ring
A a UFD, S⊆A a saturated multiplicative subset not...
►
October
(7)
►
September
(41)
About Me
twin7819
View my complete profile
No comments:
Post a Comment