File:Dedekind.jpeg · Wikimedia Commons · See Wikimedia Commons
حلقه
Sign in to saveAlso known as ring with identity, unital ring, associative ring, associative ring with identity, associative unital ring
algebraic structure that has compatible structures of an abelian group and a monoid, in particular having multiplicative identity
A ring is a mathematical structure that combines two types of number-like systems: one where elements can be added together (like an abelian group) and one where they can be multiplied together (like a monoid), with these operations working together in compatible ways. Rings matter because they provide a framework for studying algebraic properties that appear in many areas of mathematics, from number theory to geometry.
AI-generated from the Wikipedia summary — may contain errors.
Gallery (2)
Available in 70 languages
- Español
- Français
- Deutsch
- 中文
- 日本語
- Русский
- Português
- Italiano
- العربية
- Armenian
- Bahasa Indonesia
- Bashkir
- Basque
- Belarusian
- Bosnian
- Bulgarian
- Burmese
- Catalan
Show 51 more
- Chuvash
- Croatian
- Czech
- Danish
- Esperanto
- Estonian
- Finnish
- Galician
- Georgian
- Greek
- Hebrew
- Hungarian
- Ido
- Interlingua
- Irish
- Kannada
- Latin
- Lombard
- Luxembourgish
- Macedonian
- Malay
- Malayalam
- Marathi
- Nederlands
- Norwegian
- Norwegian Nynorsk
- Novial
- Piedmontese
- Polski
- Romanian
- Serbian
- Serbian (Latin)
- Sicilian
- simple
- Slovak
- Slovenian
- Svenska
- Tamil
- Tiếng Việt
- Türkçe
- Ukrainian
- Urdu
- Welsh
- West Flemish
- Wu Chinese
- zh_classical
- zh_min_nan
- zh_yue
- فارسی
- ไทย
- 한국어
via Wikidata sitelinks · CC0