This course provides a basic introduction to metric spaces, focusing on metrics, open and closed sets, and continuous functions. Learners will explore concepts such as completeness and compactness, laying a foundational understanding of mathematical analysis.
이 과정은 해석학에 대한 소개를 제공하며, 수학 정리를 증명하는 방법과 증명 작성법을 배우는 것을 목표로 합니다. 또한, 미적분학의 정리를 엄밀하게 증명하는 방법을 다룹니다.
This course delves into projection theory, exploring how a set behaves under various orthogonal projections. Learners will engage with both classical techniques and contemporary applications across multiple mathematical disciplines, including harmonic analysis and analytic number theory.
