Orthogonal bases of Brauer relative symmetric polynomials for the the Dicyclic group
arXiv:1109.2395
Abstract
In this paper, we discuss O-basis of symmetry classes of polynomials associated with the Brauer character of the Dicyclic group. Also, necessary and sufficient conditions are given for the existence of an orthogonal basis consisting of standard (decomposable) symmetrized tensors for the class of tensors symmetrized using a Brauer character of the Dicyclic group.
arXiv commentThe final version can be found in: arXiv:1502.05515