Irreducible modular representations of GL\(_ 2\) of a local field
Let \(F\) be a local field such that the characteristic of its residue field is nonzero, and let \(G = \text{GL}_2 (F)\). The authors give a classification of smooth irreducible representations of the group \(G\) by studying certain universal objects.
scientific article; zbMATH DE number 706689