• [115] (with J.C. Baez, coeditor) Towards higher categories (no link)
  • [116] (with K. Ponto) More concise algebraic topology: localization, completion, and model categories (pdf)
  • [117] (with A.M. Bohmann) A presheaf interpretation of the generalized Freyd conjecture (pdf)
  • [118] An appreciation of the work of Samuel Eilenberg (1913-1998) (pdf)
  • [119] (with T. Barthel and E. Riehl) Six model structures for DG-modules over DGAs: model category theory in homological algebra. (pdf)
  • [120] (with Bertrand Guillou and Mona Merling) Categorical models for equivariant classifying spaces. (pdf)
  • [121] (with Bertrand Guillou) Equivariant iterated loop space theory and permutative $G$-categories (pdf)
  • [122](with Marc Stephan and Inna Zakharevich). The homotopy theory of equivariant posets. (pdf)
  • [123] (with Bertrand Guillou) Enriched model categories and presheaf categories. (pdf)
  • [124] (with Bertrand Guillou and Jonathan Rubin) Enriched model categories in equivariant contexts. (pdf)
  • [125] (with Bertrand Guillou) Models of $G$-spectra as presheaves of spectra. (pdf)
  • [126] Memorial tribute: L. Gaunce Lewis Jr (1949-2006) and Mark Steinberger (1950-2018) (pdf)
  • [126bis] Memorial tribute: Arunas Liulevicius (1934-2018)(unpublished) (pdf)
  • [127] (with Mona Merling and Angelica Osorno) Equivariant infinite loop space theory. The space level story. (pdf)
  • [128] (with Bertrand Guillou, Mona Merling, and Angelica Osorno) A symmetric monoidal and equivariant Segal infinite loop space machine. (pdf)
  • [129] (with Bertrand Guillou, Mona Merling, and Angelica Osorno) Symmetric monoidal $G$-categories and their strictification. (pdf)
  • [130] (with Ruoqi Zhang and Foling Zou) Operads, monoids, monads, and bar constructions. (pdf)
  • [131](with Bertrand Guillou, Mona Merling, and Angelica Osorno) Multiplicative equivariant $K$-theory and the Barratt-Priddy-Quillen theorem. (pdf)
  • [135] Finite spaces and larger contexts. Book. Preliminary draft submitted to the AMS.
  • [136] (with Robert R. Bruner and Michael J. Catanzaro) Characteristic classes. In preparation