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Dan Mikulincer

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Preprint Sep 2026

A dimension-free bound for isoperimetry of unconditional log-concave measures

We prove a dimension-free Poincar\'e inequality for isotropic unconditional log-concave probability measures, establishing the Kannan-Lov\'asz-Simonovits (KLS) conjecture in the unconditional setting. The proof combines a new application of Dunkl operator theory combined with an appropriate transformation of the log-co...

Dan Mikulincer, Ilias Zadik · 1 citation

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