Relativity implications of the quantum phase Stephen G. Low “So if one asks what is the main feature of quantum mechanics, I feel inclined now to say that it is not noncommutative algebra. It is the existence of probab - Unitary representation - Document - PDFSEARCH.IO

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	Relativity implications of the quantum phase Stephen G. Low “So if one asks what is the main feature of quantum mechanics, I feel inclined now to say that it is not noncommutative algebra. It is the existence of probab Add to Reading List Document Date: 2011-07-10 19:11:32 Open Document File Size: 307,59 KB Share Result on Facebook City Austin / / Company Hermitian / The Weyl / Mackey / / Currency pence / / IndustryTerm semidirect product / abelian translation / real matrix / unitary operator / / Organization Weinberg Chapter / / Person Stephen Low April / Stephen G. Low / / Position Wb / / URL www.Stephen-Low.net / / SocialTag Theoretical physics Quantum mechanics Mathematical physics Group theory Operator theory Heisenberg group Representation theory Unitary representation Lie algebra Physics

Relativity implications of the quantum phase Stephen G. Low “So if one asks what is the main feature of quantum mechanics, I feel inclined now to say that it is not noncommutative algebra. It is the existence of probabAdd to Reading List