Z. W. Wang, “Local Centralizer Rigidity near Elements of the Weyl Chamber Flow,” to appear in Geometry & Topology.
Z. W. Wang, “Complexity of Hofer’s Geometry in Higher-Dimensional Manifolds,” Journal of Modern Dynamics 22 (2026), 489–515.
W. Gong, Z. W. Wang, and J. Xue, “Dynamics of Composite Symplectic Dehn Twists,” Science China Mathematics (2026), published online.
Z. W. Wang, “Local Centralizer Rigidity for Twisted Weyl Chamber Flows,” arXiv:2606.09075 (2026).
Z. W. Wang, “Masur’s Divergence for Tori and Kummer Surfaces,” arXiv:2111.08245 (2021).
Dynamical Properties of Compositions of Symplectic Dehn Twists, Bloomington Geometry Workshop, Indiana University Bloomington, April 17–19, 2026. Abstract
Centralizer Rigidity of Non-Generic Diagonal Maps, Western Dynamics Conference, University of Utah, May 8–10, 2026.
Complexity of Hofer’s Geometry in Some Higher Dimensional Manifolds, IAS/Princeton/Montreal/Paris/Tel-Aviv Symplectic Geometry Zoominar, February 13, 2026. Video · Slides
Complexity of Hofer's Geometry in Higher Dimensional Manifolds, Mini-conference in symplectic geometry, Chinese Academy of Sciences, Beijing, December 14, 2025.
Centralizer Rigidity on Semisimple Lie Groups, Midwest Dynamical Systems Conference, Northwestern University, April 25–27, 2025.
Dynamics of Composite Symplectic Dehn Twists, Group Actions, Geometry and Dynamics Seminar, Yale University, February 12, 2024.
Centralizer Rigidity on Semisimple Lie Groups, Max Dehn Seminar, University of Utah, January 31, 2024.
Centralizer Rigidity of Elements of the Weyl Chamber Flow, Analysis Seminar, Rice University, January 2024.