SchurRings: a package for computing with symmetric functions. We describe a software package facilitating computations with symmetric functions, with an emphasis on the representation theory of general linear and symmetric groups. As an application, we implement a heuristic method for approximating equivariant resolutions of modules over polynomial rings with an action of a product of a combination of general linear and symmetric groups.
References in zbMATH (referenced in 2 articles )
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- Belkale, Prakash; Gibney, Angela; Kazanova, Anna: Scaling of conformal blocks and generalized theta functions over $\overline\mathcal M_g,n$ (2016)
- Oeding, Luke; Raicu, Claudiu: Tangential varieties of Segre-Veronese varieties (2014)