printable pdf
比利时vs摩洛哥足彩 ,
university of california san diego

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quantum information and computation seminar

peter love

haverford college

quantum shannon decompositions from cartan involutions

abstract:

a number of quantum circuit decompositions and factorization algorithms have been published in the past few years, the most successful of which have all exploited the structure of the lie algebra of the special unitary group. the work presented here extends upon the best known universal quantum circuit by making explicit the basis of the circuit's design in the cartan decomposition and providing an explicit factoring algorithm which exploits this lie algebraic structure.

host: david meyer

october 30, 2008

2:00 pm

ap&m 7218

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