Group of commutators   (translated from German)
Group of commutators In that Mathematik those designates Group of commutators (or Commutator sub-group) to one Gruppe ... rangle Generally the quantity of all commutators is not a sub-group of commutators becomes as measure for those Kommutativitaet a ... N. That is, the group of commutators is the smallest normal divisor, for ...
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VLAN   (translated from Spanish)
... concept arises with the appearance of the commutators (to see switch ) of superior level 3 ... local area networks (LAN) created in the commutators, so that the traffic of the different ... all the advantages to the VLAN. 1. Commutators of ports. The commutators of ports are concentrators with several segments ... segment. They are different from the traditional commutators in which their ports can dynamically ...
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Switch   (translated from Spanish)
... form. Introduction to the operation of the commutators Connections in switch Ethernet The commutators have the capacity to learn and to ... destiny. In the case of connecting two commutators or a commutator and a concentrator, each ... from another one through a set of commutators. The curls take place because the commutators that detect that a device is ...
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Commutator (mathematics)   (translated from German)
... Group or one associative algebra that Kommutativgesetz . Commutators in groups That Commutator two elements g ... exactly then if gh = Hg. Of all commutators produced Sub-group becomes Commutator sub-group of G called. Commutators are used, over nil-potent groups to define. Commutators in algebras Commutators become also for Rings and associative ...
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Commutator subgroup
... G^{(1)}) generated by all the commutators of elements of G; that is, commutators. Hence its commutator subgroup is {1}. The ... math>[H,H], because f maps commutators to commutators. This implies that the operation of ...
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Commutator
... gh = hg). The subgroup generated by all commutators is called the derived group or the ... the subgroup generated by the set of commutators because in general the set of commutators is not closed under the group operation. Commutators are used to define nilpotent groups. N ... principle is ultimately a theorem about these commutators. Likewise, the anticommutator is defined as ...
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Canonical quantization
... attempt to build quantum field theory. History Commutators were introduced by Werner Heisenberg; wavefunctions, by ... states. The Poisson brackets are replaced by commutators, [q,p] = qp-pq = 1. This readily ... a k ,a + k ] = 1. All other commutators vanish. To quantize spinor fields, corresponding to ... k } = 1, and that all other anti-commutators vanish. Condensates Note that the vacuum expectation ...
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Spanning tree   (translated from Spanish)
... 1d) to describe how the bridges and commutators can communicate to avoid curls in the ... Interchanging denominated packages BPDU, the bridges and commutators they establish an only way to reach ... So that this works correctly, all the commutators and bridges of the network must support ...
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Spin statistics theorem   (translated from German)
... that one the quantization condition either also Commutators or with anti-commutators formulates. A reason of the spin statistics ...
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Tsirelson's bound
... any explicit requirements or restrictions for the commutators F ∙ G − G ∙ F ... U) s), and using again the above commutators: ((F · U + F · V + G ...
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