This is the first part of the two semester advanced calculus sequence (Math-310-311) which provides a rigorous treatment of topics in calculus with the emphasis on proofs of major theorems. Topics include the basic properties of the real numbers and n-dimensional Euclidean space, the basic topology of metric spaces including compactness and connectedness, the theory of numerical sequences and series, and the properties of continuous functions on metric spaces. Fall.
Credits: 3
Prerequisites: MATH-200, MATH-215
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