M. Hunnell

collaborators

3 papers

math.RT2019

Minimal Parabolic $k$ -subgroups acting on Symmetric $k$ -varieties Corresponding to $k$ -split Groups

Mark Hunnell

Symmetric $k$ -varieties are a natural generalization of symmetric spaces to general fields $k$ . We study the action of minimal parabolic $k$ -subgroups on symmetric $k$ -varieties an…

math.GR2019

On involutions of type $O (q, k)$ over a field of characteristic two

Mark Hunnell, John Hutchens, Nathaniel Schwartz

In this article we study the involutions of $O (V, q)$ , an orthogonal group for a vector space $V$ with quadratic form $q$ over a field of characteristic 2…

math.RT2015

Isomorphy Classes of Finite Order Automorphisms of SL(2, k)

Robert W. Benim, Mark Hunnell, Amanda K. Sutherland

In this paper, we consider the order m k-automorphisms of SL(2,k). We first characterize the forms that order m k-automorphisms of SL(2,k) take and then we simple conditions on mat…

Minimal Parabolic k-subgroups acting on Symmetric k-varieties Corresponding to k-split Groups

On involutions of type O(q,k) over a field of characteristic two

Isomorphy Classes of Finite Order Automorphisms of SL(2, k)

Minimal Parabolic $k$ -subgroups acting on Symmetric $k$ -varieties Corresponding to $k$ -split Groups

On involutions of type $O (q, k)$ over a field of characteristic two