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MATH 302 - Introductory Mathematical Analysis
This course develops the essential components of metric space topology and the related ideas of convergence including convergence of sequences and series of functions. Topics include open, closed, bounded and compacted sets in a metric space, the Bozano-Weierstrass and Heine-Borel Theorems, continuous and uniformly continuous functions, and uniform convergence. Credits: 3.000 Levels: Undergraduate Schedule Types: Lecture, Self-Directed, Final Exam

MATH 302 - Introductory Mathematical Analysis

This course develops the essential components of metric space topology and the related ideas of convergence including convergence of sequences and series of functions. Topics include open, closed, bounded and compacted sets in a metric space, the Bozano-Weierstrass and Heine-Borel Theorems, continuous and uniformly continuous functions, and uniform convergence.
Credits: 3.000

Levels: Undergraduate
Schedule Types: Lecture, Self-Directed, Final Exam

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Catalog Entries		2024 January Semester Sep 23, 2023