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Isopérimétrie pour les groupes et les variétés

[CSC93] Thierry Coulhon, Laurent Saloff-Coste · 1993 · arXiv 2505.17865

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math.GR 1

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2026 1

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On quantitative orbit equivalence for lamplighter-like groups

math.GR · 2026-04-16 · unverdicted · novelty 7.0

Shuffler(Z^{k+ℓ}) and Shuffler(Z^k) are L^p orbit equivalent if and only if p < k/(k+ℓ), via a new notion of orbit equivalence of pairs and stability results for permutational halo products.

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  • On quantitative orbit equivalence for lamplighter-like groups math.GR · 2026-04-16 · unverdicted · none · ref 2

    Shuffler(Z^{k+ℓ}) and Shuffler(Z^k) are L^p orbit equivalent if and only if p < k/(k+ℓ), via a new notion of orbit equivalence of pairs and stability results for permutational halo products.