Recurrent Seminars:

Talks:

  1. Postdoc Seminar, BICMR: Cup product issues in the mapping cone Morse theory (Fall 2026).

  2. Analysis and Operator Algebra Seminar, East China Normal University: Topology via the Witten deformation (Summer 2026).

  3. Summer School on Noncommutative Geometry, Dalian University of Technology: Serre vanishing theorem in the twisted primitive cohomology (Summer 2026). Slides.

  4. Geometry and Mathematical Physics Workshop, Southern University of Science and Technology: Filtered semi-characteristics of closed symplectic manifolds (Fall 2025).

  5. Frontier Forum of Mathematics, Renmin University of China: Symplectic semi-characteristic and its formula (Fall 2025).

  6. Postdoc Seminar, BICMR: A counting formula of the symplectic semi-characteristic (Fall 2025).

  7. Gone Fishing 2025, WUSTL: Symplectic semi-characteristics (Spring 2025).

  8. NCG Festival, CU Boulder: Kervaire semi-characteristics in KK-theory (Spring 2025).

  9. Szegő Seminar, WUSTL: An introduction to Gromov-Witten invariants (Spring 2025).

  10. Geometry and Topology Seminar, WUSTL: Invariant Thom-Smale-Witten theory (Spring 2025).

  11. JMM 2025, Seattle: Generalized mod 2 index in KK-theory and an Atiyah type vanishing theorem (Winter 2025).

  12. UIUC-WUSTL Joint Symplectic Geometry Seminar, UIUC: Analytic Morse theory under Lie group actions (Fall 2024).

  13. Geometry and Topology Seminar, WUSTL: Proper cocompact Kervaire semi-characteristics in KK-theory (Fall 2024).

  14. Gone Fishing 2024, Northwestern University: Invariant Morse-Bott-Smale cohomology and the Witten deformation (Spring 2024).

  15. Graduate Seminar, Missouri S&T: Witten's insight: An analytic approach to Morse theory (Spring 2024).

  16. Differential Geometry and Symplectic Topology Seminar, UMN Twin Cities: Invariant Morse-Bott-Smale chain complexes, the Witten deformation and the estimates of eigenvalues (Spring 2024).

  17. Noncommutative Geometry Seminar, Texas A&M University: Invariant Morse-Bott-Smale chain complexes, the Witten deformation and Lie groupoid methods (Spring 2024).

  18. Workshop on Noncommutative Geometry and Representation Theory, WUSTL: Invariant Morse-Bott-Smale cohomology and the Witten deformation (Fall 2023).

  19. Geometry and Topology Seminar, WUSTL: Invariant Morse-Bott-Smale chain complex under the circle action (Spring 2023).

  20. Szegő Seminar, WUSTL: Introduction to Morse theory (Spring 2022).

  21. Geometry and Topology Seminar, WUSTL: An analytic proof of the Poincaré-Hopf index theorem (Fall 2021).