Recent Progress in Complex Analysis: From Riemann Surfaces to Holomorphic Dynamics
Recent Progress in Complex Analysis: From Riemann Surfaces to Holomorphic Dynamics
Complex analysis is a fundamental branch of mathematics with wide-ranging applications in various fields. This paper provides an overview of recent progress in complex analysis, focusing on two key areas: Riemann surfaces and holomorphic dynamics. We begin by discussing the historical development of complex analysis, highlighting the contributions of Cauchy, …