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Conjecture relating Berger graphs to n-ary Lie algebras
Let be a Calabi–Yau space realized as a hypersurface in a weighted projective space, and let its reflexive weight data determine a Berger graph. An n-ary Lie algebra is…
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Dubrovski–Volkov conjecture relating Berger graphs to n-ary algebras
A Berger graph is the graph associated with the holonomy data of a Calabi–Yau space, while an n-ary algebra is an algebra equipped with an n-ary operation. The Calabi–Yau spaces wi…