- TWISTED FROBENIUS-SCHUR INDICATORS OF FINITE SYMPLECTIC GROUPS
- Group Actions Math 430 -Spring 2011
- DIRECT LIMITS, INVERSE LIMITS, AND PROFINITE GROUPS The first three sections of these notes are compiled from [L, Sections I.10, I.11, III.10],
- STRONG REALITY PROPERTIES OF NORMALIZERS OF PARABOLIC SUBGROUPS IN FINITE COXETER GROUPS
- Values of character sums for finite unitary groups Nathaniel Thiem
- Conjugacy Classes of the Symmetric Groups Math 430 -Spring 2011
- Test 1, Math 112, Section 2 (Vinroot) Tuesday, February 24
- Group Actions Math 430 -Spring 2009
- MATH 519 -PROBLEM SET 1 1. (a): Let H be a subgroup of the topological group G. Show that if H is a normal
- MATH 519 -PROBLEM SET 4 1. Let be a totally disconnected compact group, and let : GL(n, C) be a
- MATH 519 -PROBLEM SET 3 1. Let G be a locally compact group, and a left Haar measure on G. Show that
- Group Actions Math 415B/515B
- Conjugacy Classes of the Symmetric Groups Math 430 -Spring 2009
- REPRESENTATIONS OF LOCALLY COMPACT TOTALLY DISCONNECTED GROUPS
- A semi-recursion for the number of involutions in special orthogonal groups over finite fields
- Supercharacters, symmetric functions in noncommuting variables, and related Hopf algebras
- THE HAAR MEASURE 1. Measure theory background
- EXTENDING REAL-VALUED CHARACTERS OF FINITE GENERAL LINEAR AND UNITARY GROUPS ON ELEMENTS
- Linear and Multilinear Algebra, Vol. 54, No. 6, December 2006, 391396 A note on orthogonal similitude groups
- INVOLUTIONS ACTING ON REPRESENTATIONS C. RYAN VINROOT
- INVOLUTION MODELS OF FINITE COXETER GROUPS C. RYAN VINROOT
- Article 10.3.6 Journal of Integer Sequences, Vol. 13 (2010),2
- Conjugacy Classes of Symmetric Groups Math 415A/515A
- Several facts regarding U(n) Math 307 -Fall 2009
- MATH 519 -PROBLEM SET 2 1. Let R be a ring and (I, ) a directed set. Let {Mi}iI be a directed system of
- Shintani lifting and real-valued characters C. Ryan Vinroot
- TOPOLOGICAL GROUPS The purpose of these notes is to give a mostly self-contained topological background
- Multivariate Rogers-Szego polynomials and flags in finite vector C. Ryan Vinroot
- A FACTORIZATION IN GSp(V ) C. RYAN VINROOT
- ON THE CHARACTERISTIC MAP OF FINITE UNITARY NATHANIEL THIEM AND C. RYAN VINROOT
- SEMISIMPLE SYMPLECTIC CHARACTERS OF FINITE UNITARY GROUPS
- LOCAL FIELDS AND p-ADIC GROUPS In these notes, we follow [N, Chapter II] most, but we also use parts of [FT, L, RV, S].
- The Commutator Subgroup Math 430 -Spring 2011
- SEMISIMPLE SYMPLECTIC CHARACTERS OF FINITE UNITARY GROUPS
- Several facts regarding U(n) Math 307 -Fall 2011
- Notation for modular arithmetic Math 307 -Fall 2011
- Problem 24, Chapter 12 Math 307 -Fall 2011
- Properties of Powers in Groups Math 307 -Fall 2011
- Properties of Powers in Groups Math 307 -Spring 2012
