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1 quaternion algebra
algebra kwaternionówEnglish-Polish dictionary for engineers > quaternion algebra
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2 quaternion algebra
relational algebra — реляционная алгебра; алгебра отношений
Boolean algebra — булева алгебра, алгебра логики
The English-Russian dictionary general scientific > quaternion algebra
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3 quaternion algebra
Большой англо-русский и русско-английский словарь > quaternion algebra
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4 quaternion algebra
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5 quaternion algebra
Математика: алгебра кватернионов -
6 quaternion algebra
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7 quaternion algebra
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8 quaternion algebra
The New English-Russian Dictionary of Radio-electronics > quaternion algebra
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9 quaternion algebra
алгебра кватернионовEnglish-Russian dictionary of technical terms > quaternion algebra
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10 quaternion algebra
мат. -
11 quaternion algebra
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12 algebra kwaternionów
• quaternion algebraSłownik polsko-angielski dla inżynierów > algebra kwaternionów
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13 algebra
algebra with minimality condition — алгебра с условием минимальности, алгебра с условием обрыва убывающих цепей
algebra with maximality condition — алгебра с условием максимальности, алгебра с условием обрыва возрастающих цепей
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14 algebra
алгебра
– abstract algebra
– algebra of sets
– algebraic algebra
– annihilator algebra
– associative algebra
– Banach algebra
– Boolean algebra
– Cartan algebra
– central algebra
– circuit algebra
– closure algebra
– commutative algebra
– constraint algebra
– convolution algebra
– current algebra
– derivation algebra
– differential algebra
– division algebra
– elementary algebra
– enveloping algebra
– exterior algebra
– field-like algebra
– free Lie algebra
– higher algebra
– homological algebra
– Lie algebra
– linear algebra
– matrix algebra
– measure algebra
– propositional algebra
– quaternion algebra
– quotient algebra
– relational algebra
– segregated algebra
– simple algebra
– spinor algebra
– switching algebra
– universal algebra
algebra of finite order — <math.> алгебра конечного ранга
generalized uniserial algebra — обобщенно однорядная алгебра
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15 algebra
вчт1) алгебра•- algebra of logic
- algebra of manifolds
- algebra of traceless matrices
- abstract algebra
- adjacency algebra
- Banach algebra
- Boolean algebra
- Cayley algebra
- circuit algebra
- dual algebra
- event algebra
- Galois algebra
- graph algebra
- Heisenberg algebra
- higher algebra
- Lie algebra
- linear algebra
- loop algebra
- matrix algebra
- optical algebra
- pair algebra
- polynomial algebra
- quantifier algebra
- quaternion algebra
- relational algebra
- residue algebra
- switching algebra -
16 algebra
вчт.1) алгебра•- adjacency algebra
- algebra of classes
- algebra of logic
- algebra of manifolds
- algebra of traceless matrices
- Banach algebra
- Boolean algebra
- Cayley algebra
- circuit algebra
- dual algebra
- event algebra
- Galois algebra
- graph algebra
- Heisenberg algebra
- higher algebra
- Lie algebra
- linear algebra
- loop algebra
- matrix algebra
- optical algebra
- pair algebra
- polynomial algebra
- quantifier algebra
- quaternion algebra
- relational algebra
- residue algebra
- switching algebraThe New English-Russian Dictionary of Radio-electronics > algebra
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17 algebra
1. n алгебра2. n учебник алгебрыrelational algebra — реляционная алгебра; алгебра отношений
Boolean algebra — булева алгебра, алгебра логики
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18 quaternion
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19 quaternion
1. n книжн. четвёрка, четыре2. n мат. кватернион3. n полигр. тетрадь в четыре листаСинонимический ряд:foursome (noun) four; foursome; quartet; quartette; tetrad -
20 quaternion
См. также в других словарях:
Quaternion algebra — In mathematics, a quaternion algebra over a field, F , is a particular kind of central simple algebra, A , over F , namely such an algebra that has dimension 4, and therefore becomes the 2 times;2 matrix algebra over some field extension of F ,… … Wikipedia
Quaternion — Quaternions, in mathematics, are a non commutative extension of complex numbers. They were first described by the Irish mathematician Sir William Rowan Hamilton in 1843 and applied to mechanics in three dimensional space. They find uses in both… … Wikipedia
Quaternion — ℍ Gedenktafel an der Broom Bridge in Dublin, wo William Rowan Hamilton die Multiplikationsregeln im Oktober 1843 spontan in den Stein ritzte. Die Quaternio … Deutsch Wikipedia
Quaternion group — In group theory, the quaternion group is a non abelian group of order 8. It is often denoted by Q and written in multiplicative form, with the following 8 elements : Q = {1, −1, i , − i , j , − j , k , − k }Here 1 is the identity element, (−1)2 … Wikipedia
Algebra over a field — This article is about a particular kind of vector space. For other uses of the term algebra , see algebra (disambiguation). In mathematics, an algebra over a field is a vector space equipped with a bilinear vector product. That is to say, it is… … Wikipedia
Quaternion Society (1899 - 1913) — A scientific society, the Quaternion Society was an “International Association for Promoting the Study of Quaternions and Allied Systems of Mathematics”. At its peak it consisted of about 60 mathematicians spread throughout the academic world… … Wikipedia
Algebra — This article is about the branch of mathematics. For other uses, see Algebra (disambiguation). Algebra is the branch of mathematics concerning the study of the rules of operations and relations, and the constructions and concepts arising from… … Wikipedia
algebra — /al jeuh breuh/, n. 1. the branch of mathematics that deals with general statements of relations, utilizing letters and other symbols to represent specific sets of numbers, values, vectors, etc., in the description of such relations. 2. any of… … Universalium
*-algebra — * ring= In mathematics, a * ring is an associative ring with a map * : A rarr; A which is an antiautomorphism, and an involution.More precisely, * is required to satisfy the following properties: * (x + y)^* = x^* + y^* * (x y)^* = y^* x^* * 1^* … Wikipedia
algebra, modern — ▪ mathematics Introduction also called abstract algebra branch of mathematics concerned with the general algebraic structure of various sets (such as real numbers (real number), complex numbers (complex number), matrices (matrix), and… … Universalium
Dual quaternion — The set of dual quaternions is an algebra that can be used to represent spatial rigid body displacements.[1] A dual quaternion is an ordered pair of quaternions  = (A, B) and therefore is constructed from eight real parameters. Because rigid… … Wikipedia