activity
20042016
most citedQuasi-isometric rigidity of higher rank S-arithmetic lattices

12 citations · 40 across the 21 of their papers we have counts for

collaborators

21 papers

math.GR2016★ 1 cited

Semidualities from products of trees

Daniel Studenmund, Kevin Wortman

Let be a global function field of characteristic , and let be a finite-index subgroup of an arithmetic group defined with respect to and such that any torsion elemen…

math.GR2013

An infinitely generated virtual cohomology group for noncocompact arithmetic groups over function fields

Kevin Wortman

Let G be a noncocompact irreducible arithmetic group over a global function field K of characteristic p, and let H be a finite-index, residually p-finite subgroup of G. We show tha…

math.GR2013

Horospherical limit points of S-arithmetic groups

Dave Witte Morris, Kevin Wortman

Suppose Gamma is an S-arithmetic subgroup of a connected, semisimple algebraic group G over a global field Q (of any characteristic). It is well known that Gamma acts by isometries…

cs.DC2012★ 5 cited

Divide-and-Conquer 3D Convex Hulls on the GPU

Jeffrey M. White, Kevin A. Wortman

We describe a pure divide-and-conquer parallel algorithm for computing 3D convex hulls. We implement that algorithm on GPU hardware, and find a significant speedup over comparable…

cs.DS2012

A Durable Flash Memory Search Tree

James Clay, Kevin Wortman

We consider the task of optimizing the B-tree data structure, used extensively in operating systems and databases, for sustainable usage on multi-level flash memory. Empirical evid…

math.GR2011

Filling boundaries of coarse manifolds in semisimple and solvable arithmetic groups

Mladen Bestvina, Alex Eskin, Kevin Wortman

We provide partial results towards a conjectural generalization of a theorem of Lubotzky-Mozes-Raghunathan for arithmetic groups (over number fields or function fields) that implie…