2025/03/28 by Erdmann, Karin, Jaworska-Pastuszak, Alicja, Pastuszak, Grzegorz
#16G20 #16G60 #16G70 #18E10 #2020 MSC: 16D50 #FOS: Mathematics #Representation Theory (math.RT)
paper · doi:10.48550/arxiv.2503.22295
We determine the Krull-Gabriel dimension of weighted surface algebras, a class of algebras which recently appeared in the context of classification of tame symmetric periodic algebras of non-polynomial growth. Moreover, we consider Krull-Gabriel dimension of idempotent algebras of weighted surface algebras and generalize the result in some cases.