On the Tambara affine line
David Chan, David Mehrle, J.D. Quigley, Ben Spitz, and Danika Van Niel
Advances in Mathematics, 2026.
The spectrum of the Burnside Tambara functor
Maxine Elena Calle, David Chan, David Mehrle, J.D. Quigley, Ben Spitz, and Danika Van Niel
International Mathematics Research Notices, 2026.
Uniquely compatible transfer systems for cyclic groups of order p^{r}q^{s}
Kristen Mazur, Angélica M. Osorno, Constanze Roitzheim, Rekha Santhanam, Danika Van Niel, and Valentina Zapata Castro
Topology and its Applications, 2025.
Characterizing model structures on finite lattices
Kristen Mazur, Angélica M. Osorno, Constanze Roitzheim, Rekha Santhanam, Danika Van Niel, and Valentina Zapata Castro
To appear in Mathematische Zeitschrift. arXiv: 2511.06151
Characterizing Transfer Systems for Non-Abelian Groups
Sarah Klanderman, Chloe Lewis, Harlea Monson*, Koki Shibata*, and Danika Van Niel
To appear in Contemporary Mathematics. arXiv: 2511.13439.
* denotes an undergraduate coauthor.
The algebraic structure of twisted topological Hochschild homology
Danika Van Niel
Submitted. arXiv: 2602.02423
Maximal compatibility of disklike G-transfer systems
David DeMark, Michael A. Hill, Yigal Kamel, Nelson Niu, Kurt Stoeckl, Danika Van Niel, and Guoqi Yan
Submitted. arXiv: 2604.00335
2026 - 2028: AMS-Simons Travel Grant, PI
2025 - 2026: NSF Conference Grant DMS - 2453881, co-PI
Studying equivariant structures using transfer systems and Rubin functors
Seminar: Diagram Categories in Homotopy Theory - September 2026
Computational approaches to twisted THH
eCHT Research Seminar - December 2025
Lesser Simply Paired Transfer Systems
JMM Slides - January 2024
Hochschild homology for Green functors
eCHT Equivariant Algebra Reading Seminar - April 2021
Poster for my University of Kentucky Math Club talk - Made by Sydney Yeomans, pictures by Maxine Calle (as seen in this article)