DaRT - Ring 178

Known Properties

	Name
	analytically unramified
	J-0
	local complete intersection
	$h$-local domain
	?-ring
	algebraically closed field
	almost Dedekind domain
	almost maximal domain
	analytically normal
	Archimedean field
	atomic domain
	Baer
	Bezout domain
	Boolean
	characteristic 0 field
	complete discrete valuation ring
	countable
	Dedekind domain
	discrete valuation ring
	division ring
	domain
	Euclidean domain
	Euclidean field
	field
	finite
	free ideal ring
	fully prime
	fully semiprime
	GCD domain
	Goldman domain
	hereditary
	Krull domain
	Mori domain
	N-1
	N-2
	nonsingular
	normal
	normal domain
	ordered field
	Ore domain
	PCI ring
	perfect field
	periodic
	prime
	primitive
	principal ideal domain
	Prufer domain
	Pythagorean field
	quadratically closed field
	reduced
	regular
	regular local
	Rickart
	Schreier domain
	semi free ideal ring
	semihereditary
	semiprime
	semiprimitive
	semisimple
	simple
	simple Artinian
	strongly regular
	torch
	unique factorization domain
	uniserial domain
	unit regular
	V ring
	valuation domain
	von Neumann regular
	$\pi$-regular
	$I_0$
	2-primal
	Abelian
	ACC annihilator
	ACC principal
	almost maximal ring
	almost maximal valuation ring
	anti-automorphic
	arithmetical
	Armendariz
	Artinian
	Bezout
	catenary
	clean
	cogenerator ring
	Cohen-Macaulay
	coherent
	cohopfian
	commutative
	complete local
	compressible
	continuous
	CS
	DCC annihilator
	Dedekind finite
	directly irreducible
	distributive
	dual
	duo
	essential socle
	excellent
	exchange
	FGC
	FI-injective
	finite uniform dimension
	finitely cogenerated
	finitely generated socle
	finitely pseudo-Frobenius
	Frobenius
	Goldie
	Gorenstein
	Grothendieck
	Henselian local
	IBN
	IC ring
	Ikeda-Nakayama
	involutive
	J-1
	J-2
	Jacobson
	Kasch
	lift/rad
	linearly compact
	local
	max ring
	maximal ring
	maximal valuation ring
	McCoy
	Nagata
	NI ring
	nil radical
	nilpotent radical
	Noetherian
	nonzero socle
	Ore ring
	orthogonally finite
	perfect
	polynomial identity
	potent
	primary
	principal ideal ring
	principally injective
	pseudo-Frobenius
	quasi-continuous
	quasi-duo
	quasi-excellent
	quasi-Frobenius
	rad-nil
	reversible
	self-injective
	semi-Artinian
	semi-Noetherian
	semicommutative
	semilocal
	semiperfect
	semiprimary
	semiregular
	serial
	simple socle
	simple-injective
	stable range 1
	stably finite
	strongly $\pi$-regular
	strongly connected
	symmetric
	T-nilpotent radical
	top regular
	top simple
	top simple Artinian
	UGP ring
	uniform
	uniserial ring
	universally catenary
	universally Japanese
	valuation ring
	weakly clean
	Zorn

Legend

= has the property
= does not have the property
= information not in database

Ring $R_{ 178 }$

2-truncated Witt vectors over $\Bbb F_2((t))$

Description:

Reference(s):