Frobenius theorem in Algebraic Geometry

In the past century, foliations have been studied intensively in the context of differential geometry. However, they have recently received a surge of interest from algebraic geometers as a tool to tackle long standing conjectures such as the abundance and the Green--Griffiths conjecture. The aim of this talk is to introduce foliations using the language of stacks and to interpret Frobenius theorem as a local structure theorem for these stacks.