Action convergence: from graph to hypergraph limits

The theory of graph limits studies the convergence of sequences of graphs with a diverging number of vertices. From an applied perspective, it aims to represent very large networks conveniently. However, until recently, particular cases for graph limits have been investigated separately. The theory of hypergraph limits is even less developed. In this talk I will give a brief introduction to a recent unified approach to graph limits called action convergence. Moreover, I will present some work in progress on the extension of action convergence to hypergraphs.