I am a CIMI postdoc in Institut de Mathématiques de Toulouse, working under the mentorship of Henri Guenancia. Before this, I obtained my PhD in July 2024 at Peking University under the supervision of Prof. Gang Tian .
My research interest lies in Partial Differential Equations, Kähler Geometry, Metric Geometry. Here is my CV.
• S. Zhou, A family of 4-manifolds with nonnegative Ricci curvature and prescribed asymptotic cone, arXiv:2406.02279, 2024.
• X. Li, S. Zhou, New exotic examples of Ricci limit spaces, arXiv:2404.15054, 2024.
• S. Zhou, On the L² volume of Bergman spaces, arXiv:2404.12840, 2024.
• S. Zhou, Examples of Ricci limit spaces with infinite holes, arXiv:2404.00619, 2024.
• S. Zhou, On the Gromov-Hausdorff limits of Tori with Ricci conditions, arXiv:2309.10997, 2023.
• L. Wang, S. Zhou, Bergman kernels on degenerations, accepted by Math. Z. arXiv:2304.01943, 2023.
• S. Zhou, Peak sections and Bergman kernels on Kähler manifolds with complex hyperbolic cusps, Math. Ann. (2024). arXiv:2211.04091, 2022.
• Z. Chen, J. Lu, Y. Lu, S. Zhou, A Regularity Theory for Static Schrödinger Equations on ℝᵈ in Spectral Barron Spaces, SIAM J. Math. Anal. 55 (2023), no. 1, 557–570. arXiv:2201.10072, 2022.
• S. Zhou, The asymptotic behaviour of Bergman kernels, Adv. Math. 440 (2024), Paper No. 109514, 37 pp. arXiv:2112.08893, 2021.
• S. Zhou, On the convergence rate of Bergman metrics, Peking Math. J. 7 (2024), 399–439. arXiv:2112.08883, 2021.