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Kent IV, Richard Peabody - Department of Mathematics, University of Wisconsin at Madison
A GEOMETRIC AND ALGEBRAIC DESCRIPTION OF ANNULAR BRAID GROUPS
BERS SLICES ARE ZARISKI DENSE DAVID DUMAS AND RICHARD P. KENT IV
Surface Groups are Frequently Faithful Jason DeBlois and Richard P. Kent IV
Geometric limits of knot complements, II: Graphs determined by their complements
Intersections and joins of free groups Richard P. Kent IV
Trees and mapping class groups Richard P. Kent IV
Skinning maps Richard Peabody Kent IV
TOTALLY GEODESIC BOUNDARIES OF KNOT COMPLEMENTS
A short proof that composite twisted unknots are singly twisted unknots
Bundles, handcuffs, and local freedom RICHARD P. KENT IV
Uniform convergence in the mapping class Richard P. Kent IV and Christopher J. Leininger
Subgroups of mapping class groups from the geometrical viewpoint
THE THEORY OF NORMAL SURFACES based on Lecture Notes by Cameron McA. Gordon
A fake Schottky group in Mod(S) Richard P. Kent IV and Christopher J. Leininger
Shadows of mapping class groups: capturing convex cocompactness
Achievable ranks of intersections of finitely generated free groups
Congruence kernels around affine curves Richard Peabody Kent IV
