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Orthogonality graphs of real Cayley-Dickson algebras. Part II: The subgraph on pairs of basis elements
We consider zero divisors of an arbitrary real Cayley-Dickson algebra such that their components are both standard basis elements. We construct inductively the orthogonality graph on these elements. Then we show that, if we restrict our attention to at least $16$-dimensional algebras, two algebras a
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