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algebra |
Also found in: Encyclopedia, Wikipedia, Hutchinson | 0.02 sec. |
algebra [ˈældʒɪbrə] n 1. (Mathematics) a branch of mathematics in which arithmetical operations and relationships are generalized by using alphabetic symbols to represent unknown numbers or members of specified sets of numbers 2. the branch of mathematics dealing with more abstract formal structures, such as sets, groups, etc [from Medieval Latin, from Arabic al-jabr the bone-setting, reunification, mathematical reduction] algebraist [ˌældʒɪˈbreɪɪst] n
algebra the branch of mathematics that treats the representation and manip-ulation of relationships among numbers, values, vectors, etc. — algebraic, adj. See also: Mathematics
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Translations algebra [ˈældʒɪbrə] n → algèbre m algebra n → Algebra f n algebra [ˈӕldʒibrə] a method of calculating using letters and signs to represent numbers. algebra جَبْر، عِلْم الجَبْر алгебра algebra algebra; bogstavregning die Algebra άλγεβρα álgebra algebra جبر algebra algèbre אַלגֶבְרָה बीजगणित algebra algebra aljabar algebra algebra 代数 대수학 algebra algebra algebra algebra algebra, bokstavregning algebra álgebra algebră алгебра algebra algebra algebra algebra พีชคณิต cebir 代數學 алгебра الجبرا đại số học 代数学 adj algeˈbraic [-breiik] algebraïes جَبْرِي، مُخْتَص بِعِلْم الجَبْر алгебричен algebraický algebraisk algebraisch αλγεβρικός algebraico algebraline جبری algebran algébrique אַלגֶבְרי बीजगणितीय algebarski algebrai secara aljabar algebru- algebrico 代数の 대수의 algebrinis algebrisks algebra algebraa asch algebraisk algebraiczny algébrico algebric алгебраический algebrický algebrajski algebarski algebraisk เกี่ยวกับพีชคณิต cebirsel 代數的 алгебричний الجبرے والا đại số 代数的 How to thank TFD for its existence? Tell a friend about us, add a link to this page, add the site to iGoogle, or visit webmaster's page for free fun content. |
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| ? Mentioned in | ? References in periodicals archive | ||
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| This time, he used mathematical techniques based
on Hecke algebras. In 1984, he unexpectedly discovered a connection
between von Neumann algebras (mathematical techniques that play a role
in quantum mechanics) and knot theory. "He made
a connection between operator algebras and knot theory," says
Birman, whose work on "braids" provided an important link. |
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