field
Commutative ring in which every nonzero element is inversible
EntityQ190109
Also known as commutative division ring · algebraic field
- Subclass of
- partial algebra
- , Euclidean domain
- , simple ring
- +6 more
Overview
All data
42 statements · 14% with external sources · numbers in brackets are citations
- Has part(s) of the class
- abelian group quantity: 2
- element of a field
- ideal quantity: 1 · identity of object in context: zero ideal
On other databases
27 identifiers linking field across the web's reference databases
- Arab Encyclopedia concept ID160128
- BabelNet ID00034269n
- BNCF Thesaurus ID18363
- Brilliant Wiki IDfields
- Brockhaus Enzyklopädie online IDkörper-algebra
- De Agostini IDcampo
- Encyclopædia Britannica Online IDtopic/field-mathematics
- Encyclopedia of Mathematics article IDField
- Fandom article IDmath:Field
- Freebase ID/m/02w23
- Gran Enciclopèdia Catalana IDcamp-1
- Gran Enciclopèdia Catalana ID (former scheme)0166175
- Great Norwegian Encyclopedia IDkropp_-_matematikk
- Great Russian Encyclopedia Online ID (2017)3152167
- Great Russian Encyclopedia portal IDpole-v-matematike-2cc2aa
- Group Properties article IDField
- KBpedia IDField-Mathematics
- Mathematics Subject Classification ID12Dxx
- MathWorld IDField
- Metamath statement IDdf-field
- Microsoft Academic ID (discontinued)9652623
- NL CR AUT IDph118346
- OmegaWiki Defined Meaning1407739
- Online PWN Encyclopedia ID3886352
- Open Library subject IDalgebraic_fields
- OpenAlex IDC9652623
- WordNet 3.1 Synset ID08021702-n
