Below is an incomplete list of female algebraic topologists.
To request that your information is added, updated, or removed from here, please use this form. You can also contact us if you find inaccuracies or have comments/questions.
Mailing list: We have a mailing list for women mathematicians active in algebraic topology. If you would like to be added to this mailing list, please contact Kathryn Hess.
In alphabetical order
| Name | Institution | Areas of expertise / keywords | |
|---|---|---|---|
| Sanjana Agarwal | Indiana University | ||
| Senja Barthel | EPFL Valais | Persistent homology, material science application, geometric topology, topological graph theory, molecular biology application | |
| Maria Basterra | University of New Hampshire | Stable homotopy theory, homotopical algebra, operads, homological algebra | |
| Kristine Bauer | University of Calgary | Functor calculus | |
| Agnes Beaudry | University of Colorado at Boulder | Algebraic topology, stable homotopy groups of sphere, chromatic homotopy theory | |
| Eva Belmont | Northwestern University | Motivic and classical Adams spectral sequences | |
| Robin Belton | Montana State University | Computational topology, directed topology | |
| Julie Bergner | University of Virginia | Homotopical (higher) categories, homotopical operads, model categories, 2-Segal spaces | |
| Anna Marie Bohmann | Vanderbilt University | Equivariant homotopy theory | |
| Olivia Borghi | University of Melbourne | Operads, factorization homology | |
| Natàlia Castellana Vila | Universitat Autònoma de Barcelona | Homotopy of classifying spaces, homotopy idempotent functors, localization, cellularization, Hopf spaces | |
| Joana Cirici | University of Barcelona | Topology of algebraic varieties and complex manifolds, cohomological operations, operads, rational and p-adic homotopy theory. | |
| Vesta Coufal | Gonzaga University | ||
| Daniela Egas Santander | EPFL | Topology applied to neuroscience, graph models of moduli spaces | |
| Eugenia Ellis | Universidad de la República | Algebraic K-theory, isomorphisms conjectures, homological algebra | |
| Lisbeth Fajstrup | Aalborg University, Denmark | Directed topology, applications in concurrency theory and distributed computing, directed coverings | |
| Brittany Terese Fasy | Montana State University | Topological data analysis, computational topology, homology | |
| Teena Gerhardt | Michigan State University | Algebraic K-theory, equivariant stable homotopy theory | |
| Jelena Grbic | University of Southampton | Homotopy theory, toric topology, configuration spaces | |
| Kathryn Hess | EPFL | Model categories, operads, applications of topology | |
| Renee Hoekzema | University of Oxford | Manifolds, cobordism categories, cobordism groups, TQFT | |
| Eva Höning | Universität Hamburg | stable homotopy theory, topological Hochschild homology | |
| Michele Intermont | Kalamazoo College | ||
| Jocelyne Ishak | University of Kent | Stable homotopy theory | |
| Brenda Johnson | Union College | Functor calculus, homological algebra | |
| Magdalena Kedziorek | Radboud University Nijmegen | Equivariant stable homotopy theory, category theory, model categories. | |
| Sarah Klanderman | Marian University | Algebraic topology, topological (co)Hochschild homology, Algebraic K-theory | |
| Inbar Klang | Columbia University | homotopy theory, (topological) Hochschild homology and cohomology, factorization homology, fixed point theory | |
| Hana Jia Kong | University of Chicago | Equivariant stable homotopy theory | |
| Kathryn Lesh | Union College | Unstable homotopy theory, classifying spaces | |
| Ayelet Lindenstrauss | Indiana University | Hochschild-type approximations of algebraic K-theory, higher Hochschild homology | |
| Muriel Livernet |
|
Operads, combinatorial and homotopical aspects | |
| Clover May | UCLA | Equivariant homotopy theory | |
| Leanne Merrill | Western Oregon University | Stable homotopy theory, Adams spectral sequence, chromatic homotopy theory | |
| Christina Osborne | Cedarville University | homotopy theory, abelian functor calculus | |
| Angélica Osorno | Reed College | Equivariant homotopy theory, interactions between category theory and homotopy theory | |
| Viktoriya Ozornova | Ruhr-University Bochum | Abstract homotopy theory, complicial sets, 2-Segal spaces, Thomason model structure, stable homotopy theory | |
| Simona Paoli | University of Leicester | Higher category theory, homotopy theory and their interactions; homological algebra | |
| Kate Ponto | University of Kentucky | Stable homotopy theory, topological fixed point theory, duality and trace | |
| Dorette Pronk | Dalhousie University | Orbifolds, restriction categories, tangent categories, double categories, groupoids, bicategories of fractions, reverse differentiation | |
| Birgit Richter | University of Hamburg | Structured ring spectra, topological Hochschild homology, algebraic K-theory, operads, homotopical algebra | |
| Emily Riehl | Johns Hopkins University | Infinity categories, model categories, the small object argument, Reedy categories, and homotopy type theory, among other topics in categorical homotopy theory | |
| Marcy Robertson | University of Melbourne | Model categories, operads, properads, infinity categories, infinity operads, infinity properads | |
| Constanze Roitzheim | University of Kent | Model categories, stable homotopy theory | |
| Martina Rovelli | Australian National University | Infinity-category theory, higher category theory, abstract homotopy theory | |
| Carmen Rovi | Karls-Ruprecht Universität Heidelberg | Surgery theory, Topology of manifolds | |
| Emily Rudman | Indiana University | Hochschild homology, cyclic homology | |
| Samanwita Samal | Indiana University | ||
| Claudia Scheimbauer | Norwegian University of Science and Technology | (Fully) extended (twisted) TFTs, higher categorical structures, factorization algebras, derived symplectic geometry | |
| Sarah Scherotzke | University of Münster | ||
| Laura Scull | Fort Lewis College | equivariant homotopy theory, orbifolds | |
| Julia Semikina | University of Bonn | Algebraic K-theory, cut and paste invariants of manifolds, cobordism category, modular representation theory | |
| Tashrika Sharma | University of Vienna | Knot Theory, 3-manifolds, Algebraic Topology, Geometric Topology | |
| Brooke Shipley | University of Illinois at Chicago | Model categories, stable homotopy theory, homological algebra | |
| Vesna Stojanoska | University of Illinois at Urbana-Champaign | Stable homotopy theory, topological modular forms, interactions with arithmetic geometry | |
| Ulrike Tillmann | Oxford University | Topology and its applications | |
| Christine Vespa | Université de Strasbourg | Stable homology, polynomial functors, functor categories | |
| Elizabeth Vidaurre | University of Rochester | Toric topology | |
| Nathalie Wahl | University of Copenhagen | Homological stability, mapping class groups, Hochschild homology, string topology | |
| Sarah Whitehouse | University of Sheffield | Homotopical algebra, stable homotopy theory, operads | |
| Kirsten Wickelgren | Duke University | Motivic homotopy theory, interactions between homotopy theory and arithmetic geometry | |
| Maria Yakerson | Duisburg-Essen University | Motivic homotopy theory, algebraic K-theory | |
| Zhichun (Joy) Zhang | Swarthmore College | I’m interested in topology, graph theory, and network science! |
Please, feel free to invite more female algebraic topologists to add their information to this list!
