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Showing 1 to 3 of 3 for “"Finite quantum systems; Weak mutually unbiased bases; Finite geometry"”.

  1. Partial ordering of weak mutually unbiased bases in finite quantum systems

    There has being an enormous work on finite quantum systems with variables in Zd, especially on mutually unbiased bases. The reason for this is due to its wide areas of application. We focus on partial ordering of weak mutually un-biased bases. In it, we studied a partial ordered relation which …

    bradford Repository record for Partial ordering of weak mutually unbiased bases in finite quantum systems (opens in a new tab)

  2. Partial ordering of weak mutually unbiased bases in finite quantum systems

    There has being an enormous work on finite quantum systems with variables in Zd, especially on mutually unbiased bases. The reason for this is due to its wide areas of application. We focus on partial ordering of weak mutually un-biased bases. In it, we studied a partial ordered relation which …

    bradford Repository record for Partial ordering of weak mutually unbiased bases in finite quantum systems (opens in a new tab)

  3. An analytic representation of weak mutually unbiased bases

    Quantum systems in the d-dimensional Hilbert space are considered. The mutually unbiased bases is a deep problem in this area. The problem of finding all mutually unbiased bases for higher (non-prime) dimension is still open. We derive an alternate approach to mutually unbiased bases by studying a …

    bradford Repository record for An analytic representation of weak mutually unbiased bases (opens in a new tab)