Perfect state transfer in integral circulant graphs

  title={Perfect state transfer in integral circulant graphs},
  author={Milan B. Tasic and Marko D. Petkovic and Dragan Stevanovic},
  journal={Appl. Math. Lett.},
The existence of perfect state transfer in quantum spin networks based on integral circulant graphs has been considered recently by Saxena, Severini and Shparlinski. We give the simple condition for characterizing integral circulant graphs allowing the perfect state transfer in terms of its eigenvalues. Using that we complete the proof of results stated by Saxena, Severini and Shparlinski. Moreover, it is shown that in the class of unitary Cayley graphs there are only two of them allowing… CONTINUE READING

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Showing 1-9 of 9 references

Some properties of unitary Cayley graphs

  • S. Severini N. Saxena, I. Shparlinski
  • The Electronic Journal Of Combinatorics
  • 2007

A survey on multi-loop networks

  • F. K. Hwang
  • Theoretical Computer Science
  • 2003
1 Excerpt

Giudic , On cycles in the sequence of unitary Cayley graphs

  • Pedro Berrizbeitia, E Reinaldo
  • Physical Review Letters

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