Asymptotics of complex b-6j symbols relate to volume and Gram determinant of hyperideal hyperbolic tetrahedra.
Asymptotics ofb-6jsymbols and anti-de Sitter tetrahedra,
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Four based SO+(1,2) holonomies reconstruct a unique strictly convex tetrahedron in dS^3 or AdS^3, with det G selecting the model and recovering Euclidean cases via SU(2).
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Asymptotics of complex $b$-$6j$ symbols
Asymptotics of complex b-6j symbols relate to volume and Gram determinant of hyperideal hyperbolic tetrahedra.
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Generalized Minkowski Theorem for Tetrahedra in ${\rm dS}^3$ and ${\rm AdS}^3$
Four based SO+(1,2) holonomies reconstruct a unique strictly convex tetrahedron in dS^3 or AdS^3, with det G selecting the model and recovering Euclidean cases via SU(2).