Lecture
This lecture covers the concept of uniform convergence of Fourier series, including the justification and application of Dirichlet's theorem. The instructor explains the theorem and its implications, demonstrating the uniform convergence of Fourier series for periodic functions. The lecture delves into the proof steps, emphasizing the conditions under which uniform convergence holds. The instructor illustrates the process with mathematical derivations and examples, highlighting the significance of uniform convergence in Fourier series analysis.