Math 526, Section 001, Fall 2005

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Syllabus
Grade Book
Homework
    Hw 1
    Hw 2
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    Hw 9
    Hw 10
    Hw 11
    Hw 12
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    Hw 17
    Hw 18
    Hw 19
    Hw 20
    Hw 21
  
8/22
8/24
  • Limits
  • Homework 2
  • GRADED. You must have at least one proof for me to read by Monday 8/29. Final due date is Wednesday 8/31.
8/26
  • Differentiability
  • Homework 3
  • Problems 1 and 2(c) will be GRADED. Due date is Friday 9/2.
8/29
  • Cauchy-Riemann Equations
8/31
  • Properties of Derivatives
  • Homework 4
  • Problems 3(c) and 5 are GRADED. Due Wednesday 9/7.
9/2
  • Properties of Derivatives
  • Homework 5
  • Problems 2 and 3 are GRADED. Due Friday 9/9.
9/7
  • Series
  • Homework 6
  • Maybe graded, maybe not. We'll see.
9/9
  • Uniform Convergence
  • Homework 7
  • Problems 1 and 5 GRADED. Due Friday, 9/16.
9/12
  • Ratio Test
9/14
  • Abel's Theorem
9/16
  • Abel's Theorem
  • Homework 8 (Revised!)
  • Problems 1 and 2 GRADED. Due Friday, 9/23.
9/21
  • Abel's Theorem
  • Homework 9
  • Problems 2 and 3 GRADED. Due Wednesday, 9/28.
9/23
  • Special Functions
  • Homework 10
  • Probably not graded, since mostly these are not proofs.
9/26
  • Riemann Integration
  • Homework 11
  • Both problems GRADED. Due Monday, 10/3.
9/28
  • Riemann Integration
  • Homework 12
  • Both problems GRADED. Due Wednesday, 10/5.
9/30
10/3
  • Path Integrals
  • Homework 14
  • Problem 1 GRADED. Due Monday, 10/10.
10/5
  • Path Integrals
10/7
  • Path Integrals
  • Homework 15
  • Problem 1 GRADED. Due Friday, 10/14.
10/10
10/12
  • Integrals and Power Series
10/14
  • Integrals and Power Series
  • Homework 17
  • All GRADED. Due Friday, 10/21.
10/17
  • Corollaries: Cauchy's Bound, Liouville's Theorem, Fundamental Thrm of Alg.
  • Homework 18
  • Problem 2 GRADED. Due Monday, 10/24.
10/19
  • Discrete Zeroes Theorem
  • Homework 19
  • [Hint 1]
  • Problem 2 GRADED. Due Wednesday, 10/26.
10/21
  • Curve Indices
10/24
  • Cauchy's Theorem
  • Homework 20
  • Problem 2 GRADED. Due Monday, 10/31.
10/26
  • Cauchy's Theorem
  • Homework 21
  • Problem 2 GRADED. Due Wednesday, 11/2.
10/28
  • Roots and Indices
10/31
  • Local Covering Theorem
11/2
  • Open Mapping Theorem
11/4
  • Singularities
11/7
  • Poles
11/9
  • Laurent Series Development
11/11
  • Sick Day
11/14
  • Laurent Series Development
11/16
  • Laurent Series Applications
  • Homework 22
  • All problems GRADED. Final Due Date is Wednesday, 12/14.
  • Any problems turned in early will be graded and returned for possible resubmission.
11/18-11/25
  • No Class
11/28
  • Argument Principle
11/30
  • Rouche's Theorem
  • Homework 23
  • All problems GRADED. Final Due Date is Wednesday, 12/14.
  • Any problems turned in early will be graded and returned for possible resubmission.
12/2
  • Infinite Products