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Groups, graphs and mutually unbiased bases
conference contribution
posted on 2005-01-01, 00:00 authored by C Charnes, T BethA new characteristic free approach to constructing large sets of mutually unbiased bases in Hilbert space is developed. We associate with a seed set of bases a finite subgroup of which defines a strongly regular graph. Large sets of mutually unbiased bases are obtained as the cliques of the graph.
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Event
Erato Conference on Quantum Information Science (2005 : Tokyo, Japan)Pagination
73 - 74Publisher
Erato Conference on Quantum Information ScienceLocation
Tokyo, JapanPlace of publication
[Tokyo, Japan]Start date
2005-09-26End date
2005-09-30Language
engNotes
Conference website : http://www.qci.jst.go.jp/eqis05/Publication classification
E1 Full written paper - refereedCopyright notice
2005, Erato Conference on Quantum Information ScienceEditor/Contributor(s)
H Imai, Y Yamamoto, R Jozsa, M HayashiTitle of proceedings
EQIS 2005 : Proceedings of the Erato Conference on Quantum Information ScienceUsage metrics
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