Michael L. Mihalik
Affiliations: | Vanderbilt University, Nashville, TN |
Area:
MathematicsGoogle:
"Michael Mihalik"Children
Sign in to add trainee| Charles P. Bahls | grad student | 2002 | Vanderbilt |
| Nikolay N. Silkin | grad student | 2003 | Vanderbilt |
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Publications
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| Geoghegan R, Guilbault C, Mihalik M. (2020) Non-cocompact Group Actions and $\pi_1$-Semistability at Infinity Canadian Journal of Mathematics. 72: 1275-1303 |
| Geoghegan R, Guilbault C, Mihalik M. (2020) Topological properties of spaces admitting a coaxial homeomorphism Algebraic & Geometric Topology. 20: 601-642 |
| Mihalik M. (2016) Semistability and simple connectivity at ∞ of finitely generated groups with a finite series of commensurated subgroups Algebraic & Geometric Topology. 16: 3615-3640 |
| Conner GR, Mihalik ML. (2015) Commensurated subgroups, semistability and simple connectivity at infinity Algebraic and Geometric Topology. 14: 3509-3532 |
| Camp W, Mihalik M. (2014) A classification of right-angled Coxeter groups with no 3-flats and locally connected boundary Journal of Group Theory. 17: 717-755 |
| Conner G, Mihalik M. (2013) Commensurated subgroups and ends of groups Journal of Group Theory. 16: 107-139 |
| Mihalik M, Tschantz ST. (2013) Geodesically tracking quasi-geodesic paths for Coxeter groups Bulletin of the London Mathematical Society. 45: 700-714 |
| Mihalik ML, Tschantz S. (2012) Strong accessibility of Coxeter groups over minimal splittings Journal of Pure and Applied Algebra. 216: 1102-1117 |
| Mihalik ML, Tschantz S. (2009) Visual decompositions of Coxeter groups Groups, Geometry, and Dynamics. 3: 173-198 |
| Mihalik ML, Ratcliffe JG. (2009) On the rank of a Coxeter group Journal of Group Theory. 12: 449-464 |