College of Arts and Science Vanderbilt University
Vanderbilt Univeristy College of Arts and Science
Department of

Mathematics

Home  |  Downloadable Research Articles  |  Vita
1. Homotopy of ends and boundaries of CAT(0)-groups (with G. Conner and
S. Tschantz), Geom. Dedicata 120(2006) 1-17. [pdf]

2. The even isomorphism theorem for Coxeter groups, Trans. Amer. Math.
Soc. 359, No. 9(2007) 4297-4324. [pdf]

3. Locally connected boundaries of right-angled Coxeter groups boundaries ( joint with
K. Ruane and S. Tschantz), J. Group Theory 10, No. 4(2007) 531-560. [pdf]

4. Matching theorems for systems of a finitely generated Coxeter group (with
J. Ratcliffe and S. Tschantz), Algebr. Geom. Topol. 7 (2007) 919-956. [pdf]

5. Quotient isomorphism invariants of a finitely generate Coxeter group (with
J. Ratcliffe and S. Tschantz), In - Aspects of Infinite Groups, Ed. B. Fine,
G. Rosenberger, and D. Spellman, Algebra Discrete Math. 1 (2008), 16pp.
World Sci. Publ., Hackensack NJ. [pdf]

6. On the rank of a Coxeter group (with J. Ratcliffe), J. Group Theory,
(2009) No.3, 449-464.
[pdf]

7. Visual decompositions of Coxeter groups (with S. Tschantz), Groups,
Geometry and Dynamics, 3 (2009) No.1, 173-198.  
[pdf]
 
8. JSJ decompositions of Coxeter groups over virtually abelian splittings
(Preprint) [pdf]

9. Strong accessibility of Coxeter groups over minimal splittings
(with S. Tschantz) J. Pure Appl. Algebra, No 5, 216 (2012) 1102-1117.
[pdf]

10. Geodesically tracking quasi-geodesic paths for Coxeter groups
(with S. Tschantz) (To appear in Bull. London Math. Soc.) [pdf]

11. Commensurated subgroups and ends of groups (with G. Conner)
(To appear in J. Group Theory) [pdf]

12. A classification of right angled Coxeter groups with no 3-flats
and locally connected boundary. (with W. Camp) (preprint) [pdf]

13. Commensurated subgroups, semistability and simple
connectivity at infinity (with G. Conner) (Preprint) [pdf]