Thomas Pietraho (original) (raw)




[PDF] Orbital varieties and unipotent representations of classical semisimple Lie Groups, PhD Thesis, MIT.
[PDF] Components of the Springer fiber and domino tableaux, Journal of Algebra 272, 2004.
[PDF] A relation for domino Robinson-Schensted algorithms, Annals of Combinatorics 13 (4), 2010.
[PDF] Orbital varieties and unipotent representations, arXiv:math.RT/0603685
[PDF] Cells in the Weyl groups of type B(n), Journal of Algebraic Combinatorics 27 (2), 2008.

[PDF] Knuth relations for the hyperoctahedral groups, Journal of Algebraic Combinatorics 29 (4), 2009.
[PDF] Module structure of cells in unequal parameter Hecke algebras, Nagoya Mathematical Journal 198, 2010.
[PDF] Sign under the domino Robinson-Schensted maps, Annals of Combinatorics 18 (3), 2014.
[PDF] On the sign representations for the complex reflection groups G(r,p,n), Beiträge zur Algebra und Geometrie 57, 2016. (with A. Mbirika and W. Silver).
[PDF] Kazhdan-Lusztig left cells in type B for intermediate parameters, arXiv:1902.09301 (with E. Howse).




[SOURCE] DOMINO, a Python implementation of domino insertion and related algorithms for classical Weyl groups. Relies on the package PyCox. For examples of basic usage, see the Jupyter notebooks: [1] [2] .




[PDF] How (not?) to grade a true-or-false exam. [PDF] Birds, books, and matrices: a brief adventure in artificial intelligence and neural networks. [PDF] Fast matrix multiplication. [PDF] "Sex and the single statistician:" a mathematical perspective on dating and marriage. [PDF] No statistician left behind: how (not) to measure the achievement gap. [PDF] How to name your first-born child. [PDF] Parrondo's games, or how I learned to stop worrying and love the New York Times. [IMG] My very own designer line of trigonometric surfware.