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Multiplicativity of the weak Haagerup constant

Arhancet, Cédric
arXiv (All) · Papers
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functional-analysisoperator-algebras
We prove that the weak Haagerup constant is multiplicative with respect to direct products, namely $Λ_{\mathrm{WH}}(G \times H)=Λ_{\mathrm{WH}}(G) Λ_{\mathrm{WH}}(H)$ for any locally compact groups $G$ and $H$. Knudby previously proved the submultiplicative inequality and asked whether equality alwa
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