On the representation dimension of monomial and self-injective special multiserial algebras
Sibylle Schroll
2381/40091
https://figshare.le.ac.uk/articles/journal_contribution/On_the_representation_dimension_of_monomial_and_self-injective_special_multiserial_algebras/10193606
For a monomial special multiserial algebra, which in general is of wild representation type, we construct a radical embedding into an algebra of finite representation type. As a consequence, we show that the representation dimension of monomial and self-injective special multiserial algebras is less than or equal to three.
2017-07-27 16:26:36
Representation Theory (math.RT)