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algebraic (relating to algebra) adjective [UK: ˌæl.dʒɪ.ˈbreɪk] [US: ˌæl.dʒə.ˈbreɪɪk] | algebraisk [~t ~a]adjektiv |
algebraic function (function definable as the root of some polynomial equation) noun | algebraisk funktionsubstantiv |
algebraic geometry [algebraic geometries] (branch of mathematics that studies solutions of systems of algebraic equations using both algebra and geometry) noun [UK: ˌæl.dʒɪ.ˈbreɪk dʒɪ.ˈɒ.mə.tri] [US: ˌæl.dʒə.ˈbreɪɪk dʒi.ˈɑː.mə.tri] | algebraisk geometrisubstantiv |
algebraic integer (algebraic number whose minimal polynomial has integer coefficients) noun | algebraiskt heltalsubstantiv |
algebraic number [algebraic numbers] (element of a number field that is a root of a polynomial with integer coefficients) noun [UK: ˌæl.dʒɪ.ˈbreɪk ˈnʌm.bə(r)] [US: ˌæl.dʒə.ˈbreɪɪk ˈnʌm.br̩] | algebraiskt talsubstantiv |
algebraic structure (formal structure of a carrier set, operations and identities) noun [UK: ˌæl.dʒɪ.ˈbreɪk ˈstrʌk.tʃə(r)] [US: ˌæl.dʒə.ˈbreɪɪk ˈstrʌk.tʃər] | algebraisk struktursubstantiv |
algebraically closed (that contains among its elements every root of every nonconstant single-variable polynomial definable over it) adjective | algebraiskt slutenadjektiv |