• Harmonic analysis

• sub-Riemannian geometric measure theory

• 2011.09 - 2015.07, B.S. in Mathematics, Fudan University, China.

• 2015.09 - 2018.06, M.S. in Mathematics, University of Chicago, US.

• 2018.07 - 2023.08, Ph.D. in Mathematics, University of Wisconsin-Madison, US.

• 2023.08 - 2026.08, Assistant Research Professor, University of Connecticut.

• 2026.08 - Present, Associate Professor, Center for Applied Mathematics, Tianjin University.

[1] L. Zhang, Real Analytic Multi-parameter Singular Radon Transforms: necessity of the Stein-Street condition, Trans. Amer. Math. Soc. 375, 11 (2022).

[2] L. Zhang, Hilbert transforms and maximal functions along flat curves on the Heisenberg group, arXiv:2402.10653. (2024).

[3] L. Zhang, Spectral multipliers for maximally subelliptic operators, Math. Z. 309, 54 (2025).

[4] V. Chousionis, S. Li, and L. Zhang, Singular Integrals on C^{1,α} Intrinsic Graphs in Step 2 Carnot Groups, J. Geom. Anal. 35, 380 (2025).

[5] L. Zhang, A unified geometric perspective on Zygmund’s conjecture for maximal functions associated with vector fields, arXiv:2605.04394. (2026).

[6] V. Chousionis, S. Li, and L. Zhang, On singular integrals with non-negative kernels in the Heisenberg group, arXiv:2605.17680. (2026).