Conjugacy classes in the weyl group

 Access to full text

 Full (PDF)

1. A. Borel And J. De Siebenthal [1] 'Les sous-groupes fermés connexes de rang maximum des groupes de Lie clos', Comm. Math. Helv.23 (1949), 200-21, Zbl0034.30701MR32659
2. H.S.M. Coxeter [2] 'The product of generators of a finite group generated by reflections', Duke Math. Journal18 (1951), 765-82. Zbl0044.25603MR45109
3. E.B. Dynkin [3] 'Semisimple subalgebras of semisimple Lie algebras', A. M. S. Translations (2) 6 (1957), 111-244 Zbl0077.03404
4. J.S. Frame [4] 'The classes and representations of the groups of 27 lines and 28 bitangents', Annali Math. Pura App.32 (1951). [5] To appear. Zbl0045.00505MR47038
5. G. Frobenius [6] Berliner Sitz. (1900). 
6. N. Jacobson [7] Lie Algebras (Interscience, New York). Zbl0121.27504
7. S. Lang [8] 'Algebraic groups over finite fields' Amer. Math. Jour.78 (1956), 555-63. Zbl0073.37901MR86367
8. I. Schur [9] 'Über die Darstellung der symmetrischen Gruppe durch lineare homogene Substitutionen', Berliner Sitz. (1908), 664-78. Zbl39.0196.03JFM39.0196.03
9. W. Specht [10] 'Darstellungstheorie der Hyperoktaedergruppe', Math. Zeit.42 (1937), 629-40. Zbl0017.00603MR1545696JFM63.0077.03
10. R. Steinberg [11] 'Finite reflection groups', Trans. Amer. Math. Soc.91 (1959) 493-504. Zbl0092.13904MR106428
11. [12] 'Endomorphisms of linear algebraic groups', Memoirs Amer. Math. Soc.80 (1968). Zbl0164.02902MR230728
12. G.E. Wall [13] 'On the conjugacy classes in the unitary, symplectic and orthogonal groups', Journal Australian Math. Soc.3 (1963), 1-62. Zbl0122.28102MR150210
13. A. Young [14] 'On quantitative substitutional analysis IV', Proc. London Math. Soc. (2) 31 (1931), 253-72. Zbl56.0135.02JFM56.0135.02
14. [15] 'On quantitative substitutional analysis V', Proc. London Math. Soc. (2) 31 (1931) 273-88. 
15. T. Kondo [16] 'The characters of the Weyl group of type F4', J. Fac. Sci., University of Tokyo11 (1965) 145-153. Zbl0132.27401MR185018
16. R.W. Carter AND G.B. Elkington [17] 'A note on the parametrisation of conjugacy classes', To appear. Zbl0239.20053MR289521
17. A. Borel ET AL. [18] Seminar on Algebraic Groups and Related Finite Groups (Springer Lecture Notes, No. 131) Zbl0192.36201

1. Dragomir Đoković, The closure diagram for nilpotent orbits of the split real form of E8
2. D. Bubboloni, M. S. Lucido, Th. Weigel, Generic $2$-coverings of finite groups of Lie type
3. Meinolf Geck, Trace functions on Iwahori-Hecke algebras
4. Florent Jouve, Emmanuel Kowalski, David Zywina, An explicit integral polynomial whose splitting field has Galois group $W\left({\mathbf{E}}_8\right)$
5. Francesca Vetro, Irreducibility of Hurwitz Spaces of Coverings with Monodromy Groups Weyl Groups of Type $W(B_d)$
6. David C. Keys, $L$-indistinguishability and $R$-groups for quasisplit groups : unitary groups in even dimension
7. Francesca Vetro, Connected Components of Hurwitz Spaces of Coverings with One Special Fiber and Monodromy Groups Contained in a Weyl Group of Type $B_d$
8. David Bessis, The dual braid monoid