Quantum number theoretic transforms on multipartite finite systems.
A quantum system composed of p-1 subsystems, each of which is described with a p-dimensional Hilbert space (where p is a prime number), is considered. A quantum number theoretic transform on this system, which has properties similar to those of a Fourier transform, is studied. A representation of the Heisenberg-Weyl group in this context is also discussed.
Vourdas
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Department of Computing, University of Bradford, Bradford BD7 1DP, UK. A.Vourdas@Bradford.ac.uk
Zhang
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