On 12.04.2012 at 12:20 in S6, there is the following noon lecture:
Similarities between mutually unbiased bases and projective planes
Mutually unbiased bases (MUBs) are a structure of importance in quantum information theory. It is known that there can be a maximum of d+1 in a d dimensional complex vector space, such sets of d+1 MUBs are called complete. It has been conjectured that the existence of a complete set of MUBs is linked to the existence of a projective plane of order d. I discuss some of the evidence for and against this conjecture.
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