Galois field

In abstract algebra, a finite field or Galois field is a field that contains only finitely many elements. Finite fields are important in number theory, algebraic geometry, Galois theory, cryptography, and coding theory. The finite fields are completely known. Finite fields were named Galois Fields to honor Évariste Galois.


Other Languages
العربية: حقل منته
беларуская: Канечнае поле
български: Крайно поле
català: Cos finit
English: Finite field
español: Cuerpo finito
français: Corps fini
한국어: 유한체
italiano: Campo finito
עברית: שדה סופי
日本語: 有限体
português: Corpo finito
română: Corp finit
српски / srpski: Коначно поље
svenska: Ändlig kropp
Türkçe: Sonlu alan
українська: Поле Галуа
粵語: 有限體
中文: 有限域