Class notes
Sequences
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07-06-2023
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Introduce sequences and its epsilon proof. Define the convergence of an to a and how to prove it with a backwards proof by first identifying the candidate for the limit and prove that that is the candidate, then prove convergence. Then introduce some theorems about sequences, namely the algebraic limit theorem and the order limit theorem.
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Institution
University Of North Carolina - Chapel Hill
Course
Math 521 (MATH521)
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Document information
- Uploaded on
- June 7, 2023
- Number of pages
- 2
- Written in
- 2022/2023
- Type
- Class notes
- Professor(s)
- Idris assani
- Contains
- All classes
Subjects
- sequences
- calculus
- advanced calculus
- limits
- epsilon
- convergence
- candidate
-
backwards proof
-
proof
-
algebraic limit theorem
-
order limit theorem
-
proof convergence
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