Demonstrates switching equivalence in polar graphs, highlighting their structural properties.
We prove the switching equivalence of the strongly regular polar graphs N O ± ( 4 m , 2 ) , N O ∓ ( 2 m + 1 , 4 ) , and Γ ( O ∓ ( 4 m , 2 ) ) with an isolated vertex by giving an analytic description for them and their associated two-graphs.
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Nagy et al. (2026) studied this question.
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