Perfect state transfer on Cayley graphs over all groups

Perfect state transfer (\textit{PST}) on graphs due to their significant applications in quantum information processing and quantum computations. In the present work, we establish a characterization of Cayley graphs over U_{6n} group, having \textit{PST}.

Perfect state transfer on Cayley graphs over all groups Keywords:

Linear transformation , perfect state transfer , matrix representation , Cayley graph

Perfect state transfer on Cayley graphs over all groups authors

Afsane Khalilipour

Department of Mathematics

Modjtaba Ghorbani

Department Of Math

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https://civilica.com/doc/2041711

Document National Code:

JR_JDMA-9-1_004

Index date: 4 August 2024

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Khalilipour, Afsane and Ghorbani, Modjtaba,1403,Perfect state transfer on Cayley graphs over all groups,https://civilica.com/doc/2041711

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