B. Bhattacharjya

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quant-ph2026

Perfect state transfer in Grover walks on normal Cayley graphs

Koushik Bhakta, Bikash Bhattacharjya

A Cayley graph $Cay (I^, S)$ over a finite group $I^$ is said to be normal if its connection set $S$ is a union of some conjugacy classes of $I^$ . This paper investiga…

quant-ph2024

Perfect state transfer on Cayley graphs over a non-abelian group of order $8 n$

Akash Kalita, Bikash Bhattacharjya

The \textit{transition matrix} of a graph $I^$ with adjacency matrix $A$ is defined by $H (I ¨ ) := exp (- i I ¨ A)$ , where $I ¨ \in R$ and $i = - 1$ . The g…

Perfect state transfer in Grover walks on normal Cayley graphs

Perfect state transfer on Cayley graphs over a non-abelian group of order 8n

Perfect state transfer on Cayley graphs over a non-abelian group of order $8 n$