Macdonald formula, Ricci Curvature, and Concentration Locus for classical compact Lie groups

Macdonald formula, Ricci Curvature, and Concentration Locus for classical compact Lie groups

For Classical compact Lie groups, we use Macdonald's formula \cite{Ma} and Ricci curvature for analyzing a "concentration locus", which is a tool to detect where a sequence of metric, Borel measurable spaces concentrates its measure.

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Veröffentlicht in:arXiv.org 2022-04
Hauptverfasser: Cacciatori, Sergio L, Ursino, Pietro
Format: Artikel
Sprache:eng
Schlagworte:
Curvature
Lie groups
Loci
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Zusammenfassung:For Classical compact Lie groups, we use Macdonald's formula \cite{Ma} and Ricci curvature for analyzing a "concentration locus", which is a tool to detect where a sequence of metric, Borel measurable spaces concentrates its measure.
ISSN:2331-8422