This document is one of More SageMath Tutorials. You may edit it on github. \(\def\NN{\mathbb{N}}\) \(\def\ZZ{\mathbb{Z}}\) \(\def\QQ{\mathbb{Q}}\) \(\def\RR{\mathbb{R}}\) \(\def\CC{\mathbb{C}}\)
Material and activities linked to the CRM-2017 school and workshop on “Equivariant Combinatorics”¶
Documents and references¶
- Maria Gillespie’s lecture notes on Schubert Calculus Variations
- Stephen Griffeth’s lecture notes on Algebraic combinatorics and representations of Cherednik algebras
- The official SageMath thematic tutorials.
- More SageMath thematic tutorials.
- The book Calcul Mathématique avec Sage, and its ongoing translations into English and German.
- Sage’s tutorials on
Symmetric functionsandQuasi symmetric functions - An in-the-work improved symmetric functions tutorial (prepared by Pauline Hubert and Mélodie Lapointe)
- A tutorial on integer partitions (prepared by Pauline Hubert and Mélodie Lapointe)
- A compendium of symmetric function formulas (prepared by Nancy Wallace)
- A compendium of rectangular combinatorics formulas (prepared by Étienne Tétreault)
- A brief Demontration: Computing with ideals using Singular (early draft)
- Chow, a SageMath library for computations in intersection theory, by Christophe Sorger and Manfred Lehn.
- multipolynomial_bases, a SageMath library for computing with various bases of multivariate polynomials: Schubert polynomials, Grothendieck polynomials, Demazure characters, by Viviane Pons
- code and comments on how to compute the bicharacter of diagonal harmonics up to 5 rows of 6 variables, by Bergeron and Thiéry
- Other Computational sessions at the CRM thematic semester: Algebra and Words in Combinatorics.
Exercises and computational sessions (week: June 12-16)¶
Monday 4-5:30pm¶
Brief introduction to Sage
Joint exploration of symmetric function features available in SageMath (notebook);
Help desk, work in small groups on pen&paper and/or computational exercises or personal problems.
For suggestions of exercises, see the lecturers notes and computational exercises
Tuesday 2pm-5:30pm¶
- Informal help desk
Wednesday 4-5:30pm¶
Other demos as requested
Help desk, work in small groups on pen&paper and/or computational exercises or personal problems.
For suggestions of exercises, see the lecturers notes and computational exercises