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The Arcata Conference on Representations of Finite Groups, Part 2
About this Title
Paul Fong, Editor
Publication: Proceedings of Symposia in Pure Mathematics
Publication Year:
1987; Volume 47.2
ISBNs: 978-0-8218-1478-9 (print); 978-0-8218-9342-5 (online)
DOI: https://doi.org/10.1090/pspum/047.2
Table of Contents
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Front/Back Matter
Characters and representations
- Zvi Arad – On products of conjugacy classes and irreducible characters in finite groups [MR 933391]
- Zvi Arad and Elsa Fisman – On products of irreducible characters and conjugacy classes of finite groups in complementary sets [MR 933392]
- Christine Bessenrodt – Monomial representations and generalizations [MR 933393]
- David Chillag – Characters, nonnegative matrices, and generalized circulants [MR 933394]
- Pamela A. Ferguson – Character restriction and the existence of relative normal complements in finite groups [MR 933395]
- David Gluck – Primes dividing character degrees and character orbit sizes [MR 933396]
- Bertram Huppert – Degree problems over $\mathbf {Q}$ [MR 933397]
- I. M. Isaacs – Characters and Hall subgroups of solvable groups [MR 933398]
- Henry S. Leonard – On the Brauer-Suzuki theorem [MR 933399]
- Olaf Manz – Arithmetical conditions on character degrees and group structure [MR 933400]
- William F. Reynolds – Noncommutators and the number of projective characters of a finite group [MR 933401]
- Peter Schmid – Clifford theory of simple modules [MR 933402]
- Shahriar Shahriari – Fully ramified characters [MR 933403]
- Michael C. Slattery – Character degrees of finite $p$-groups [MR 933404]
- A. Turull – The Schur indices of quasiprimitive characters [MR 933405]
Finite groups of Lie type
- Teruaki Asai – Twisting operators on the space of class functions of finite special linear groups [MR 933406]
- Ed Cline – Simulating algebraic geometry with algebra. III. The Lusztig conjecture as a $TG_1$-problem [MR 933407]
- Stephen Doty – Composition factors of induced modules for algebraic groups and their Frobenius subgroups [MR 933408]
- Jeanne Duflot – A Hopf algebra associated to the cohomology of the symmetric groups [MR 933409]
- Eric M. Friedlander – Cohomology of irreducible modules with large weights [MR 933410]
- Wang Jianpan – On the generic cohomology [MR 933411]
- Masaharu Kaneda – On the symmetry of inverse Kazhdan-Lusztig polynomials for affine Weyl groups [MR 933412]
- L. G. Kovács – Some representations of special linear groups [MR 933413]
- G. I. Lehrer – On hyperoctahedral hyperplane complements [MR 933414]
- G. Lusztig – Leading coefficients of character values of Hecke algebras [MR 933415]
- Brian J. Parshall – Simulating algebraic geometry with algebra. II. Stratifying representation categories [MR 933416]
- Leonard L. Scott – Simulating algebraic geometry with algebra. I. The algebraic theory of derived categories [MR 933417]
- Josephine Shamash – Blocks and Brauer trees for groups of type $G_2(q)$ [MR 933418]
- Toshiaki Shoji – Shintani descent for exceptional groups over a finite field [MR 933419]
- Jorge Soto-Andrade – Geometrical Gel′fand models, tensor quotients, and Weil representations [MR 933420]
- Michio Suzuki – The values of irreducible characters of the symmetric group [MR 933421]
- Hiromichi Yamada – The characters of $G_2(2^n)$ and its subgroups [MR 933422]
Related topics
- Susumu Ariki – On the representations of the Weyl groups of type $D$ corresponding to the zero weights of the representations of $\mathrm {SO}(2n, \mathbf {C})$ [MR 933423]
- Eiichi Bannai and Tatsuro Ito – The study of distance-regular graphs from the algebraic (i.e., character theoretical) viewpoint [MR 933424]
- R. W. Carter – Raising and lowering operators for $\mathfrak {sl}_n$, with applications to orthogonal bases of $\mathfrak {sl}_n$-modules [MR 933425]
- Arjeh M. Cohen and Robert L. Griess, Jr. – On finite simple subgroups of the complex Lie group of type $E_8$ [MR 933426]
- Andreas W. M. Dress and Christian Siebeneicher – Symmetric powers of cyclic sets and the definition of A. Weil’s zeta-functions [MR 933427]
- K. W. Gruenberg and K. W. Roggenkamp – The geometry of homogeneous extension categories [MR 933428]
- Zhang Guangxiang – On self-normalizing cyclic subgroups [MR 933429]
- Chat Yin Ho – On the order of a projective plane and planes with a totally irregular collineation group [MR 933430]
- Gordon James – Permanents, immanants, and determinants [MR 933431]
- Kazuhiko Koike and Itaru Terada – Young-diagrammatic methods for the representation theory of the groups $\mathrm {Sp}$ and $\mathrm {SO}$ [MR 933432]
- Martin W. Liebeck, Cheryl E. Praeger and Jan Saxl – On maximal subgroups and maximal factorizations of almost simple groups [MR 933433]
- Martin W. Liebeck – The local maximal subgroups of the finite simple groups [MR 933434]
- Jun-ichi Matsuzawa – On the generalized exponents of classical Lie groups [MR 933435]
- Hong Shuo Ren, Zhe Xian Wan and Xiao Long Wu – Automorphisms and isomorphisms of linear groups over skew fields [MR 933436]
- K. W. Roggenkamp – Picard groups of integral group rings of nilpotent groups [MR 933437]
- Shang Zhi Li – Maximal subgroups in classical groups over arbitrary fields [MR 933438]
- Victor Snaith – Applications of explicit Brauer induction [MR 933439]
- Ronald Solomon – A characterization of $\mathrm {PSU}(3,4)$ [MR 933440]
- Takeshi Tokuyama – Highest weight vectors associated with some branchings [MR 933441]
- David Wales – Eigenvalues connected to the radical of Brauer’s centralizer algebras [MR 933442]