This survey starts with a motivation of the study of Brauer graph algebras by relating them to
special biserial algebras. The definition of Brauer graph algebras is given in great detail with …

We show that two well-studied classes of tame algebras coincide: namely, the class of
symmetric special biserial algebras coincides with the class of Brauer graph algebras. We …

In this paper we introduce a generalization of a Brauer graph algebra which we call a Brauer
configuration algebra. As with Brauer graphs and Brauer graph algebras, to each Brauer …

Using only the combinatorics of its defining ribbon graph, we classify the two-term tilting
complexes, as well as their indecomposable summands, of a Brauer graph algebra. As an …

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We formulate a simple model for the bounded derived category of gentle algebras in terms
of marked ribbon graphs and their walks, in order to analyze indecomposable objects …

Kauer moves are local moves of an edge in a Brauer graph that yield derived equivalences
between Brauer graph algebras [10]. These derived equivalences may be interpreted in …

In this paper we study multiserial and special multiserial algebras. These algebras are a
natural generalization of biserial and special biserial algebras to algebras of wild …

Let A be a domestic Brauer graph algebra over an algebraically closed field. We present a
practical criterion for an orthogonal system in the stable module category A-mod ̲ to be a …

We prove that the class of Brauer graph algebras coincides with the class of
indecomposable idempotent algebras of biserial weighted surface algebras. These algebras …