## Universal algebra |

**Universal algebra** (sometimes called **general algebra**) is the field of

- basic idea
- varieties
- basic constructions
- some basic theorems
- motivations and applications
- generalizations
- history
- see also
- footnotes
- references
- external links

In universal algebra, an **algebra** (or **algebraic structure**) is a

It is also possible to define an algebra via the

After the operations have been specified, the nature of the algebra is further defined by **equational laws.** An example is the *x* ∗ (*y* ∗ *z*) = (*x* ∗ *y*) ∗ *z*. The axiom is intended to hold for all elements *x*, *y*, and *z* of the set *A*.

Other Languages

العربية: جبر شامل

български: Универсална алгебра

català: Àlgebra universal

čeština: Univerzální algebra

Deutsch: Universelle Algebra

eesti: Universaalalgebra

español: Álgebra universal

français: Algèbre universelle

italiano: Algebra universale

עברית: אלגברה אוניברסלית

ქართული: უნივერსალური ალგებრა

Nederlands: Universele algebra

日本語: 普遍代数学

polski: Algebra uniwersalna

português: Álgebra universal

română: Algebră universală

русский: Универсальная алгебра

Türkçe: Evrensel cebir

اردو: عالمی الجبرا

Winaray: Alhebra unibersal

中文: 泛代数