Ergodic Theory, Dynamical Systems, and the Continuing Influence of John C. Oxtoby

Joseph Auslander, University of Maryland, College Park, MD.Aimee Johnson, Swarthmore College, PA.Cesar E. Silva, Williams College, Williamstown, MA.

• E. Akin, Conjugacy in the Cantor set automorphism groupS. Alpern, J. Auslander, and C. E. Silva, The mathematical work of John C. OxtobyT. I. Andress and E. A. Robinson Jr., The Cech cohomology and the spectrum for 1-dimensional tiling systemsK. Carroll and K. Petersen, Markov diagrams for some non-Markovian systemsD. Creutz, Contractive spaces and relatively contractive mapsR. L. Devaney, Mandelpinski structures in the parameter planes of rational mapsS. Ferenczi, J. Kulaga-Przymus, M. Lemanczyk, and C. Mauduit, Substitutions and Mobius disjointnessT. French, N. Ormes, and R. Pavlov, Subshifts with slowly growing numbers of follower setsJ. Furno, Haar measures and Hausdorff dimensions of $p$-adic Julia setsJ. Hawkins, Lebesgue measure theoretic dynamics of rational mapsA. Hill, The inverse problem for canonically bounded rank-one transformationsS. Kass and K. Madden, Higher dimensional shift spaces with shearJ. Kulaga-Przymus, M. Lemanczyk, and B. Weiss, Hereditary subshifts whose simplex of invariant measures is PoulsenD. Ralston, Substitutions, symbolic codings, and discrepancyB. D. Springer, Nearly continuous even Kakutani equivalence of nearly continuously rank-one transformationsK. Yancey, Dynamics of self-similar interval exchange transformations on three intervals.