Course Schedule 

                           

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Tentative Schedule

Date   Day  Chapter

Topics

Jan 10 R 2 Introduction/Sequences
  15 T 2 Infinite Series/Convergence Tests
  17 R 2 Sequences of Functions
  21 M   Holiday
  22 T 2 Series of Functions/Power Series
  24 R 2 Binomial Expansion/Order Symbol
  29 T 3 Trigonometric Series
  31 R 3 Examples
Feb 5 T 3 Sine/Cosine Series/Periodic Extensions
  7 R 4 Function Spaces and Convergence
  12 T   Exam I
  14 R 5 Complex Numbers and Functions
  19 T 5 Derivatives/Analytic Functions
  21 R 6 Complex Path Integrals
  26 T 6 Cauchy's Theorem/Integral Formula
  28 R 6 Laurent Series/Singularities

       Spring Vacation - Mar 1-9

Mar 11 T 6 Residue Theorem
13 R 6 Infinite Integrals over R
  18 T 7 Exponential Fourier Transform
  20 R   Vacation
  21 F   Vacation
  25 T   Exam II
  27 R 7 Dirac Delta Function/Properties
Apr 1 T 7 Examples and Convolution Theorem
  3 R 7 Laplace Transform
  8 T 7 Inverse Laplace Transform & Applications
10 R 8 Signal Analysis - Introduction
  15 T 9 Discrete Fourier Transform
  17 R 9 Discrete Orthogonality
  22 T 10 Effects of Sampling
  24 R 10 Shannon Sampling Theorem
May 1 R   Final Exam, 11:30 AM

 

 

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E-Mail: Dr. Russell Herman Last Updated: March 27, 2008