-
41 operator
1) диспетчер2) владелец ( оборудования)3) машинист4) оператор машины или системы6) матем. оператор- almost periodic operator - amateur radio operator - asymptotically polylinear operator - bounded below operator - completely invertible operator - double stochastic operator - formally hypoelliptic operator - formally self-adjoint operator - formally symmetric operator - internal operator - isotonic operator - left shift operator - locally algebraic operator - locally measurable operator - negative semidefinite operator - normally resolvable operator - partial recursive operator - partially hypoelliptic operator - partially isometric operator - positive definite operator - positive semidefinite operator - properly orthogonal operator - relatively degenerate operator - relatively invertible operator - relatively regular operator - selective operator - skew adjoint operator - skew self-adjoint operator - uniformly strongly elliptic operator - weakly separable operator -
42 ring
1) кольцо2) окружность; круг3) звон || звонить; звенеть4) кольцевая область; кольцо || кольцевой6) обруч || надевать обруч7) обод; фланец; обойма8) ободок9) телефон. звонок; вызов || посылать вызов10) вчт счётное кольцо; кольцевая схема11) тор12) фланец; хомут; бугель13) ядро•ring over field — мат. кольцо над полем
ring with cancellation — мат. кольцо без делителей нуля
ring with divided powers — мат. кольцо с разделёнными степенями
ring with division — мат. кольцо с делением
ring with divisors of zero — мат. кольцо с делителями нуля
ring with filtration — мат. кольцо с фильтрацией, фильтрованное кольцо
ring with identity — мат. кольцо с единицей
ring with involution — мат. кольцо с инволюцией
ring with maximum condition — мат. кольцо с условием максимальности
ring with minimum condition — мат. кольцо с условием минимальности
ring with operators — мат. кольцо с операторами, операторное кольцо
ring with unit element — мат. кольцо с единицей
ring with unity — мат. кольцо с единицей
ring without divisors of zero — мат. кольцо без делителей нуля
ring without identity — мат. кольцо без единицы
- absolutely flat ring - analytically normal ring - analytically unramified ring - completely reducible ringring without radical — мат. кольцо без радикала
- eye ring- flat cohomology ring - fully primary ring - lattice ordered ring - left hereditary ring - locally decomposable ring - locally factorial ring - locally matrix ring - locally nilpotent ring - locally polynomial ring- mud ring- nil ring- nilpotent ring - projectively trivial ring- rim ring- ring of analytical functions - ring of formal power series - ring of linear transformations - ring of principal ideals - ring of vector functions- ring off- top ring- total quotient ring - totally primary ring - totally reducible ring - weakly regular ring -
43 star
1) звезда, звёздочка || отмечать звёздочкой2) отметина3) электр. соединение звездой, звезда4) звёздчатый• -
44 CNR
- разъем CNR
- отношение напряжения несущей к напряжению шума
- комплексное представление узла
- Комитет по проблемам ответственности в области ядерной энергии (США)
Комитет по проблемам ответственности в области ядерной энергии (США)
—
[А.С.Гольдберг. Англо-русский энергетический словарь. 2006 г.]Тематики
EN
комплексное представление узла
Набор параметров состояния узла, обеспечивающих детальную информацию о данном узле.
[ http://www.lexikon.ru/dict/net/index.html]Тематики
EN
отношение напряжения несущей к напряжению шума
—
[Л.Г.Суменко. Англо-русский словарь по информационным технологиям. М.: ГП ЦНИИС, 2003.]Тематики
EN
разъем CNR
Улучшенный вариант разъема AMR, предоставляющий дополнительный доступ к интегрированному в чипсет сетевому контроллеру.
[ http://www.morepc.ru/dict/]Тематики
EN
Англо-русский словарь нормативно-технической терминологии > CNR
См. также в других словарях:
Complex representation — The term complex representation has slightly different meanings in mathematics and physics. In mathematics, a complex representation is a group representation of a group (or Lie algebra) on a complex vector space. In physics, a complex… … Wikipedia
Complex conjugate representation — In mathematics, if G is a group and ρ is a representation of it over the complex vector space V, then the complex conjugate representation ρ* is defined over the conjugate vector space V* as follows: ρ*(g) is the conjugate of ρ(g) for all g in G … Wikipedia
Representation ring — In mathematics, especially in the area of algebra known as representation theory, the representation ring of a group is a ring formed from all the (isomorphism classes of the) linear representations of the group. For a given group, the ring will… … Wikipedia
Complex system biology — Complex systems biology (CSB) is a branch or subfield of mathematical and theoretical biology concerned with complexity of both structure and function in biological organisms, as well as the emergence and evolution of organisms and species, with… … Wikipedia
Representation (arts) — Representation describes the signs that stand in for and take the place of something else.Mitchell, W. 1995, Representation , in F Lentricchia T McLaughlin (eds), Critical Terms for Literary Study , 2nd edn, University of Chicago Press, Chicago]… … Wikipedia
representation — refers to the way in which images and texts reconstruct, rather than reflect, the original sources they represent. Thus a painting, photograph, or written text about a tree is never an actual tree, but the reconstruction of what it seemed to be… … Dictionary of sociology
Representation theory of finite groups — In mathematics, representation theory is a technique for analyzing abstract groups in terms of groups of linear transformations. See the article on group representations for an introduction. This article discusses the representation theory of… … Wikipedia
Representation theory — This article is about the theory of representations of algebraic structures by linear transformations and matrices. For the more general notion of representations throughout mathematics, see representation (mathematics). Representation theory is… … Wikipedia
Complex number — A complex number can be visually represented as a pair of numbers forming a vector on a diagram called an Argand diagram, representing the complex plane. Re is the real axis, Im is the imaginary axis, and i is the square root of –1. A complex… … Wikipedia
Representation of a Lie group — In mathematics and theoretical physics, the idea of a representation of a Lie group plays an important role in the study of continuous symmetry. A great deal is known about such representations, a basic tool in their study being the use of the… … Wikipedia
Representation theory of SL2(R) — In mathematics, the main results concerning irreducible unitary representations of the Lie group SL2(R) are due to Gelfand and Naimark (1946), V. Bargmann (1947), and Harish Chandra (1952). Structure of the complexified Lie algebra We choose a… … Wikipedia