On the algorithmic solvability of mutually unbiased bases problem
Abstract
The concept of mutually unbiased bases is studied from the finite point of view and it is shown that the inexistence hypotheses can be verified by means of finite algorithms. The sketch of the algorithm is presented.
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Ferenc Szollozi, “Construction, classification and parametrization of
complex Hadamard matrices ” arXiv:1110.5590v1, 2011.
Wojciech Tadej, Karol Zyczkowski, “A concise guide to complex
Hadamard matrices”, http://arxiv.org/abs/quant-ph/0512154v2, 2006.
Stefan Weigert, Michael Wilkinson, “Mutually Unbiased Bases for
Continuous Variables”, arXiv:0802.0394v2, 2008.
Ingemar Bengtsson, Wojciech Bruzda, Asa Ericsson, Jan-Ake
Larsson, Wojciech Tadej, Karol Zyczkowski “Mutually unbiased
bases and hadamard matrices of order”, arXiv:quant-ph/0610161v3,
Paul Butterley, and William Hall, “Numerical evidence for the
maximum number of mutually unbiased bases in dimension six”,
arXiv:quant-ph/0701122v2, 2007.
Thomas Durt, Berthold-Geord Englert, Ingemar Bengtsson, Karol
Zyczkowski, “On mutually unbiased bases”, International Journal of
Quantum Information 8, 2010.
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