Computation of Vector-Valued Invariants for a Finite Complex Reflection Group
arXiv:2505.07217
Abstract
We consider the complex reflection group \( \mathcal{G} \), identified as No. 8 in the Shephard-Todd classification. In this paper, we present computations of the vector-valued invariants associated with various representations of \( \mathcal{G} \). Additionally, we investigate the structure of the corresponding invariant rings.