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SUMMARY:The socle of Leavitt path and Kumjian-Pask algebras through Steinb
 erg algebras -  Iván Ruiz campos (Universidad de Málaga)
DTSTART:20250703T091000Z
DTEND:20250703T093000Z
UID:TALK233758@talks.cam.ac.uk
DESCRIPTION:We investigate minimal left ideals in Steinberg algebras assoc
 iated with Hausdorff groupoids. Our study reveals a connection between the
 se minimal left ideals and open singletons in the groupoid's unit space. U
 tilizing this relationship\, we derive results concerning the socle of Ste
 inberg algebras under specific conditions. This work extends existing find
 ings on Leavitt path algebras and enhances Kumjian-Pask algebra results to
  encompass higher-rank graphs that are not row-finite.
LOCATION:External
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