主讲人1：陈常杰，蒙特利尔大学

时间：7月10日至20日，上午9:30-11:30

地点：7月10日：数院新楼308

          7月11日至7月20日：数院新楼310

报告题目：A Primer on Hyperbolic Geometry and Teichmüller Theory

摘要：This minicourse provides an accessible entry point into the rich geometry of surfaces and Teichmüller space. We begin with the Riemannian and complex-analytic geometry of the hyperbolic plane and surfaces, moving into hyperbolic trigonometry and the deformation of structures. We will introduce Teichmüller space and explore its topology, parametrization, and its Teichmüller and Weil–Petersson geometry. Building on this framework, we will survey useful concepts in the field, such as the systole, geodesic laminations, Thurston’s earthquakes, and geodesic currents. We may also include topics such as curve counting, randomness, and Morse theoretic methods.

主讲人2：张鸿伟，哈尔滨工业大学

时间：7月15日至20日，下午2:00-4:00

地点：数院新楼310