Riemann Integral: Convergence and Limit Process

This lecture covers the Riemann integral and the limit process, focusing on simple convergence for sequences. It discusses the uniform convergence and the properties of Riemann-integrable functions. The lecture also explores the convergence of functions towards Riemann-integrable functions, emphasizing the importance of continuity. Additionally, it delves into the concept of monotonic convergence and the implications of the limit process in the context of Riemann integrals.