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Author

Junaid Nisar

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Open access Sep 2026

Quantum Rigidity of Cayley Graphs: An Algebraic Approach via Schur Ring

A Cayley graph Γ=Cay(G,S) is a graphical regular representation (GRR) of G if Aut(Γ)=G acts regularly. We call Γ a quantum rigid if its quantum automorphism group also satisfies QAut(Γ)=G. We prove that a Cayley graph whose coherent (two-dimensional Weisfeiler–Leman) closure is thin is quantum rigid. For Cayley graphs...

S. R. Mondal, Junaid Nisar · 0 citations
Open access Aug 2026

A novel approach for constructing a minimum spanning tree

It is proved that the classical cut property always produces a minimum spanning tree of a connected graph, and may be useful for large weighted networks such as communication networks, wiring connections, and transportation networks.

H. Bhapkar, Rezwan Ul Shaban, S. Mir et al. · 1 citation

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