Linear programming upper bounds for sphere packing densities are proven for homogeneous spaces, including a hyperbolic bound conjectured by Cohn and Zhao.
Aarnes,Distributions of positive type and representations of Lie groups, Math
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Linear programming bounds in homogeneous spaces, I: Optimal packing density
Linear programming upper bounds for sphere packing densities are proven for homogeneous spaces, including a hyperbolic bound conjectured by Cohn and Zhao.