Length functions and Demazure operators for \(G(e,1,n)\). II
This is the second part of a work on the complex reflection group in the title [for part I cf. the preceding review Zbl 0916.20028]. The Demazure operators on the symmetric algebra are studied. This allows one to define a homogeneous basis for the coinvariant algebra.
scientific article; zbMATH DE number 1251215