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1 left coset
= left-hand coset левый смежный класс -
2 left coset
= left-hand coset левый смежный классThe New English-Russian Dictionary of Radio-electronics > left coset
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3 left coset
The English-Russian dictionary general scientific > left coset
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4 left coset
матем. класс смежный левостороннийБольшой англо-русский и русско-английский словарь > left coset
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5 left coset
<math.> класс смежный левосторонний -
6 left coset
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7 left coset
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8 left coset
матем. -
9 left coset
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10 left-hand coset
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11 left-hand coset
The New English-Russian Dictionary of Radio-electronics > left-hand coset
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12 coset
1) сомножество
2) смежный класс
3) класс смежности ∙ degree of double coset ≈ степень двойного смежного класса - additive coset - coset code - coset decomposition - coset leader - coset space - double coset - identity coset - left coset - normal coset - right coset (математика) смежный класс -
13 coset
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14 coset
The New English-Russian Dictionary of Radio-electronics > coset
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15 coset
3) сомножество• -
16 coset
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17 coset
n мат. смежный класс -
18 coset
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19 left
1) лево
2) левой
3) левый
4) налево
5) левосторонний
6) слева
– at upper left
– continuous of the left
– continuous on the left
– derivative on the left
– from the left
– left co-set
– left coset
– left distinguished
– left gear
– left ideal
– left particle
– left side
– left spin
– left twist
– limit on left
– shift left
– to the left
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20 left
1. левая сторона2. левосторонний
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См. также в других словарях:
left coset — noun A left coset of a subgroup is a copy of that subgroup, multiplied on the left by some element from the parent group … Wiktionary
Coset — In mathematics, if G is a group, and H is a subgroup of G, and g is an element of G, then gH = {gh : h an element of H } is a left coset of H in G, and Hg = {hg : h an element of H } is a right coset of H in G. Only when H is normal… … Wikipedia
coset — noun Date: 1910 a subset of a mathematical group that consists of all the products obtained by multiplying either on the right or the left a fixed element of the group by each of the elements of a given subgroup … New Collegiate Dictionary
coset — /koh set/, n. Math. a subset of a group, formed by the consistent operation of a given element of the group on the left or right of all the elements of a subgroup of the group. [1925 30; CO + SET] * * * … Universalium
coset — n. Math. a set composed of all the products obtained by multiplying on the right or on the left each element of a subgroup in turn by one particular element of the group containing the subgroup. Etymology: CO + SET(2) … Useful english dictionary
Double coset — In mathematics, an (H,K) double coset in G, where G is a group and H and K are subgroups of G, is an equivalence class for the equivalence relation defined on G by x y if there are h in H and k in K with hxk = y. Then each double coset is of form … Wikipedia
Coherent states in mathematical physics — Coherent states have been introduced in a physical context, first as quasi classical states in quantum mechanics, then as the backbone of quantum optics and they are described in that spirit in the article Coherent states (see also [1]). However … Wikipedia
Quotient group — In mathematics, given a group G and a normal subgroup N of G , the quotient group, or factor group, of G over N is intuitively a group that collapses the normal subgroup N to the identity element. The quotient group is written G / N and is… … Wikipedia
Klein geometry — In mathematics, a Klein geometry is a type of geometry motivated by Felix Klein in his influential Erlangen program. More specifically, it is a homogeneous space X together with a transitive action on X by a Lie group G , which acts as the… … Wikipedia
Elementary group theory — In mathematics, a group is defined as a set G and a binary operation on G , called product and denoted by infix * . Product obeys the following rules (also called axioms). Let a , b , and c be arbitrary elements of G . Then: *A1, Closure. a * b… … Wikipedia
Antisymmetrizer — In quantum mechanics, an antisymmetrizer mathcal{A} (also known as antisymmetrizing operator [P.A.M. Dirac, The Principles of Quantum Mechanics , 4th edition, Clarendon, Oxford UK, (1958) p. 248] ) is a linear operator that makes a wave function… … Wikipedia