I am an Associate Professor in the Department of Mathematics at CU Boulder. I received my PhD from Northwestern in 2013 under the direction of Paul Goerss. My main area of expertise is topology and, more specifically, stable homotopy theory. I also study interactions between homotopy theory and condensed matter physics.

Contact

My mailing address is MATH 312 located at:

Department of Mathematics, University of Colorado, Campus Box 395, 80309

My email is address is 

agnes dot beaudry at colorado dot edu 

My preferred pronouns are She/Her/Hers

Curriculum Vitae

Publications

1. Wen, Xueda; Qi, Marvin; Beaudry, Agnès; Moreno, Juan; Pflaum, Markus J., Spiegel, Daniel; Vishwanath, Ashvin; Hermele, Michael. Flow of higher berry curvature and bulk- boundary correspondence in parametrized quantum systems. Phys. Rev. B, 108:125147, Sep 2023.

2. Beaudry, Agnès; Hill, Michael A.; Shi, XiaoLin Danny; Zeng, Mingcong. Transchromatic extensions in motivic bordism. Proc. Amer. Math. Soc. Ser. B 10 (2023), 76–90.

3. Beaudry, Agnès; Bobkova, Irina; Pham, Viet-Cuong; Xu, Zhouli. The topological modular forms of RP 2 and RP 2 ∧ CP 2 . J. Topol. 15 (2022), no. 4, 1864–1926.

4. Spiegel, Daniel; Moreno, Juan; Qi, Marvin; Hermele, Michael; Beaudry, Agnès; Pflaum, Markus J.. Continuous dependence on the initial data in the Kadison transitivity theorem and GNS construction. Rev. Math. Phys. 34 (2022), no. 9, Paper No. 2250031, 84 pp.

5. Beaudry, Agnès; Goerss, Paul G.; Hopkins, Michael J.; Stojanoska, Vesna. Dualizing spheres for compact p-adic analytic groups and duality in chromatic homotopy. Invent. Math. 229 (2022), no. 3, 1301–1434.

6. Barthel, Tobias; Beaudry, Agnès; Goerss, Paul G.; Stojanoska, Vesna. Constructing the determinant sphere using a Tate twist. Math. Z. 301 (2022), no. 1, 255–274.

7. Beaudry, Agnès; Goerss, Paul G.; Henn, Hans-Werner. Chromatic splitting for the K(2)- local sphere at p = 2. Geom. Topol. 26 (2022), no. 1, 377–476.

8. Beaudry, Agnès; Hill, Michael A.; Lawson, Tyler; Shi, XiaoLin Danny; Zeng, Mingcong. Quotient rings of HF2 ∧ HF2. Trans. Amer. Math. Soc. 374 (2021), no. 12, 8949–8988.

9. Beaudry, Agnès; Behrens, Mark; Bhattacharya, Prasit; Culver, Dominic; Xu, Zhouli. The telescope conjecture at height 2 and the tmf resolution. J. Topol. 14 (2021), no. 4, 1243–1320.

10. Beaudry, Agnès; Hill, Michael A.; Shi, XiaoLin Danny; Zeng, Mingcong. Models of Lubin- Tate spectra via real bordism theory. Adv. Math. 392 (2021), Paper No. 108020, 58 pp.

11. Barthel, Tobias; Beaudry, Agnès. Chromatic structures in stable homotopy theory. Handbook of homotopy theory, 163–220, CRC Press/Chapman Hall Handb. Math. Ser., CRC Press, Boca Raton, FL, [2020], ®2020.

12. Beaudry, Agnès; Bobkova, Irina; Hill, Michael; Stojanoska, Vesna. Invertible K(2)-local E2-modules in C4-spectra. Algebr. Geom. Topol. 20 (2020), no. 7, 3423–3503.

13. Beaudry, Agnès.; Behrens, Mark; Bhattacharya, Prasit; Culver, Dominic; Xu, Zhouli. On the E2-term of the bo-Adams spectral sequence. J. Topol. 13 (2020), no. 1, 356–415.

14. Barthel, Tobias; Beaudry, Agnès; Stojanoska, Vesna. Gross-Hopkins duals of higher real K-theory spectra. Trans. Amer. Math. Soc. 372 (2019), no. 5, 3347–3368.

15. Beaudry, Agnès; Downey, Naiche; McCranie, Connor; Meszar, Luke; Riddle, Andy; Rock, Peter. Computations of orbits for the Lubin-Tate ring. J. Homotopy Relat. Struct. 14 (2019), no. 3, 691–718.

16. Beaudry, Agnès. The α-family in the K(2)-local sphere at the prime 2. Homotopy theory: tools and applications, 1–19, Contemp. Math., 729, Amer. Math. Soc., Providence, RI, (2019).

17. Beaudry, Agnès; Campbell, Jonathan A.. A guide for computing stable homotopy groups. Topology and quantum theory in interaction, 89–136, Contemp. Math., 718, Amer. Math. Soc., Providence, RI, (2018).

18. Beaudry, Agnès; Hess, Kathryn; Ke ̧dziorek, Magdalena; Merling, Mona; Stojanoska, Vesna. Motivic homotopical Galois extensions. Topology Appl. 235 (2018), 290–338.

19. Beaudry, Agnès. The chromatic splitting conjecture at n = p = 2. Geom. Topol. 21 (2017), no. 6, 3213–3230.

20. Beaudry, Agnès. Towards the homotopy of the K(2)-local Moore spectrum at p = 2. Adv. Math. 306 (2017), 722–788.

21. Beaudry, Agnès. The algebraic duality resolution at p = 2. Algebr. Geom. Topol. 15 (2015), no. 6, 3653–3705.

22. Basterra, Maria; Bauer, Kristine; Beaudry, Agnès; Eldred, Rosona; Johnson, Brenda; Merling, Mona; Yeakel, Sarah. Unbased calculus for functors to chain complexes. Women in topology: collaborations in homotopy theory, 29–48, Contemp. Math., 641, Amer. Math. Soc., Providence, RI, 2015.

23. Beaudry, Agnès. The Duality Resolution Spectral Sequence for the Moore Spectrum at the Prime 2. Thesis (Ph.D.)–Northwestern University. 2013.

 Unpublished preprints

1. Pace, Salvatore D. ; Zhu, Chenchang ; Beaudry, Agnès ; Wen, Xiao-Gang. Generalized symmetries in singularity-free nonlinear σ-models and their disordered phases. arXiv:2310.08554. 2023

2. Qi, Marvin; Stephen, David T.; Wen, Xueda; Spiegel, Daniel; Pflaum, Markus J.; Beaudry, Agnès; Hermele, Michael. Charting the space of ground states with tensor networks. arXiv:2305.07700. 2023.

3. Beaudry, Agnès; Hermele, Michael; Moreno, Juan; Pflaum, Markus; Qi, Marvin; Spiegel, Daniel. Homotopical Foundations of Parametrized Quantum Spin Systems. arXiv:2303.07431. 2023.

4. Beaudry, Agnès; Bobkova, Irina; Goerss, Paul G.; Henn, Hans-Werner; Pham, Viet-Cuong; Stojanoska, Vesna. The Exotic K(2)-Local Picard Group at the Prime 2. arXiv:2212.07858. 2022.

5. Beaudry, Agnès; Bobkova, Irina; Goerss, Paul G.; Henn, Hans-Werner; Pham, Viet-Cuong; Stojanoska, Vesna. Cohomology of the Morava stabilizer group through the duality resolu- tion at n = p = 2. arXiv:2210.15994. 2022. Accepted in Trans. Amer. Math. Soc.

6. Beaudry, Agnès; Hill, Michael A.; Lawson, Tyler; Shi, XiaoLin Danny; Zeng, Mingcong. On the slice spectral sequence for quotients of norms of Real bordism. arXiv:2204.04366. 2022.

Graduate students

• Dr. Katharine Adamyk - PhD May 2020

• Dr. André Davis - PhD May 2022

• Dr. Cherry Ng - PhD May 2022

• Erik Knutsen

• Juan Moreno

Current Funding

•  National Science Foundation. DMS 2143811: CAREER: From Equivariant Chromatic Ho- motopy Theory to Phases of Matter: Voyage to the Edge Total Award. A. Beaudry (PI).

• National Science Foundation. DMS 2055501: Topological and C*-Algebraic Quantum Matter. M. Pflaum (PI), A. Beaudry (co-PI), M. Hermele (co-PI). 

A(1) T-SHIRTS