Talk:Abstract Algebra/Integral domains
From Wikibooks, the open-content textbooks collection
< Talk:Abstract Algebra(Redirected from Talk:Abstract algebra/Integral domains)
"Theorem: Let R be an integral domain and let R[x] be the ring of polynomials in powers of x whose coefficients are elements of R. Then R[x] is an integral domain if and only if R is." First you say R is an integral domain, then you say .. is an integral domain if"f R is. 85.250.34.21
