Home › WakeSpace Scholarship › Electronic Theses and Dissertations

The Invariant Theory of K_(-1)[X^I] Under Permutation Representations

Electronic Theses and Dissertations

title: The Invariant Theory of K_(-1)[X^I] Under Permutation Representations
author: Atkins, James Cameron
abstract: Let k be a field of characteristic zero, and let R= k_-1[x₁, ..., x_n]
subject: Gobel; invariant theory; non-commutative; permutation representation; skew polynomials
contributor: Kirkman, Ellen (committee chair); Mason, Sarah K (committee member); Moore, W F (committee member)
date: 2012-06-12T08:36:06Z (accessioned); 2012-06-12T08:36:06Z (available); 2012 (issued)
degree: Mathematics (discipline)
identifier: http://hdl.handle.net/10339/37310 (uri)
language: en (iso)
publisher: Wake Forest University
type: Thesis