Characterization of all those integral domain for which $1$ is the only element that is its own multiplicative inverse?
33645
Proving that an integral domain has at most two elements that satisfy the equation $x^2 = 1$.
86054
$r+r^{-1}$ integral implies $r^n+r^{-n}$ integral
99179
Continuous function with compact domain has continuous inverse
132193
Why $\Bbb Z$ = (integers) is an integral domain?
123024
A Noetherian integral domain is a UFD iff $(f):(g)$ is principal
74139
Subrings of integral domains have the same identity element.
101637
Let $R$ be an integral domain. If $x \in R$ is prime, then $x$ is irreducible.
112345
In an Integral Domain is it true that $\gcd(ac,ab) = a\gcd(c,b)$?
4196
A valid proof for the invariance of domain theorem?
71479
Is there some elementary proof of invariance of domain?
96132
$R$ integral domain : $u\in R^*, a \text{ is prime} \iff au \text{ is prime}$
27167
Ideals in $F[x]$ and Euclidean domains are generated by any element of minimal degree
94579
$\mathbb{Q}[x,y]/\langle x^2+y^2-1 \rangle$ is an integral domain, and its field of fractions is isomorphic to $\mathbb Q(t)$
5893
On the commutative property of multiplication (domain of integers, possibly reals)
81982
Is $\mathbb{Z}[x]$ a principal ideal domain?
93621
Prove that $\mathbb{Z}[\omega]$ is an integral domain
153069
Proof for Unique Factorization Domain