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Abstract: this paper we shall evaluate basic couplings of nonabelian geometric phases (holonomies) and try to find out what is necessary to setup, couple, and process spacetime memory. Geometric phases are subject of concepts in di#erential-geometry and topology [3] associated with non-abelian groups, i.e. U(N) [4]. The first successful implementations via NMR have been reported [5], so it is likely that a quantum computer will be operated in the near future by the non-abelian Berry connection of a... (Update)
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BibTeX entry: (Update)
@misc{ binder-about,
author = "Bernd Binder",
title = "About Geometric Phases Serving as Memory in Quantum Computing - Spacetime
Memory: Phase-Locked Geometric Phases",
url = "citeseer.ist.psu.edu/binder02about.html" }
Citations (may not include all citations):9 Phase Change During a Cyclic Quantum Evolution (context) - Aharonov, Anandan - 1987
7 hep-th (context) - Gubarev, Zakharov et al. - 2002
7 Falling Cats, Parallel Parking, and Polarized Light (context) - Batterman - 2002
2 IOP Publishing Ltd (context) - Nakahara, Topology - 1990
2 Geometric Phase Locked in Fine Structure - Binder - 2002
2 quant-ph (context) - Zanardi, Rasetti et al. - 1999
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Berry's Phase and Fine Structure - Bernd Binder Date (Correct)
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Geometric Phase Locked in the Nucleus - Binder (2002) (Correct)
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