Definitions from Wiktionary (algebraic closure)
▸ noun: (algebra, field theory, of a field F) A field G such that every polynomial over F splits completely over G (i.e., every element of G is a root of some polynomial over F and every root of every polynomial over F is an element of G).
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▸ noun: (algebra, field theory, of a field F) A field G such that every polynomial over F splits completely over G (i.e., every element of G is a root of some polynomial over F and every root of every polynomial over F is an element of G).
Similar:
algebraic extension,
separable polynomial,
splitting field,
Galois extension,
root field,
finite field,
separable extension,
perfect field,
fixed field,
field extension,
more...
Opposite:
▸ Words similar to algebraic closure
▸ Usage examples for algebraic closure
▸ Idioms related to algebraic closure
▸ Wikipedia articles (New!)
▸ Words that often appear near algebraic closure
▸ Rhymes of algebraic closure
▸ Invented words related to algebraic closure