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English
Etymology
Partly from algebra + -ic and partly from French algébraïque.[1]
Pronunciation
Adjective
algebraic (comparative more algebraic, superlative most algebraic)
- Of, or relating to, algebra.
- (mathematics, of an expression, equation, or function) Containing only numbers, letters, and arithmetic operators.
- (algebra, number theory, of a number) Which is a root of some polynomial whose coefficients are rational.
- (algebra, of a field) Whose every element is a root of some polynomial whose coefficients are rational.
- (chess, of notation) Describing squares by file (referred to in intrinsic order rather than by the piece starting on that file) and rank, both with reference to a fixed point rather than a player-dependent perspective.
Antonyms
- (antonym(s) of “that is the root of some polynomial”): transcendental
- (antonym(s) of “whose every element is the root of some polynomial”): transcendental
Hyponyms
- (that is the root of some polynomial): quadratic number
Derived terms
- (of or relating to algebra):
- (that is a root of some polynomial):
Translations
containing numbers, letters, and arithmetic operators
which is a root of some polynomial
of a particular notation for chess moves that assigns each square a letter and a number defined from a player-independent perspective
References
Catalan
Pronunciation
Adjective
algebraic (feminine algebraica, masculine plural algebraics, feminine plural algebraiques)
- algebraic
- Synonym: algèbric
Derived terms
Further reading
Romanian
Adjective
algebraic m or n (feminine singular algebraică, masculine plural algebraici, feminine and neuter plural algebraice)
- Obsolete form of algebric.
Declension
References
- algebraic in Academia Română, Micul dicționar academic, ediția a II-a, Bucharest: Univers Enciclopedic, 2010. →ISBN