A Delaney-Dress symbol is a structure that encodes an equivariant tiling, i.e. tilings together with their symmetry groups. In this talk we will describe a generator for Delaney-Dress symbols and thus for tilings. We will give an introduction to Delaney-Dress symbols and discuss the structural properties that are used by the generation algorithm. We will also present some results already obtained at this point of the development.