Definitions from Wiktionary (algebraically closed)
▸ adjective: (algebra, field theory, of a field) Which contains as an element every root of every nonconstant univariate polynomial definable over it (i.e., over said field).
▸ adjective: (algebra, group theory, of a group) Such that any finite set of equations and inequations has a solution.
▸ Words similar to algebraically closed
▸ Usage examples for algebraically closed
▸ Idioms related to algebraically closed
▸ Wikipedia articles (New!)
▸ Popular nouns described by algebraically closed
▸ Words that often appear near algebraically closed
▸ Rhymes of algebraically closed
▸ Invented words related to algebraically closed
▸ adjective: (algebra, field theory, of a field) Which contains as an element every root of every nonconstant univariate polynomial definable over it (i.e., over said field).
▸ adjective: (algebra, group theory, of a group) Such that any finite set of equations and inequations has a solution.
Similar:
algebraic,
algebraically independent,
transcendental,
pseudofinite,
normal,
algebraizable,
semialgebraic,
completable,
unitary,
abelian,
more...
Opposite:
Phrases:
▸ Words similar to algebraically closed
▸ Usage examples for algebraically closed
▸ Idioms related to algebraically closed
▸ Wikipedia articles (New!)
▸ Popular nouns described by algebraically closed
▸ Words that often appear near algebraically closed
▸ Rhymes of algebraically closed
▸ Invented words related to algebraically closed