Course Schedule 

                           

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Tentative Schedule

Date   Day  Chapter

Topics

Jan 12 M 1 Sequences & Infinite Series of Numbers
  14 W 1 Infinite Series/Convergence
  16 F 1 Convergence Tests/Infinite Series of Functions
  19 M   Holiday
  21 W 1 Power Series/Taylor Series
  23 F 1 Special Series and Convergence
  26 M 1 Binomial Expansion and Approximation
  28 W 1/2 Order of Functions/Trigonometric Series
  30 F 2 Trigonometric Series Examples
Feb   2 M 2 General Intervals/Fourier Sine Series
    4 W 2 Fourier Cosine Series/Periodic Extensions
    6 F 2 Gibbs Phenomena
    9 M   Exam I
  11 W 3 Function Spaces
  13 F 3 Gram Schmidt Orthogonalization
  16 M 3 Orthogonal and Legendre Polynomials
  18 W 3 Fourier Legendre Series
  20 F 3 Gamma/Bessel Functions
  23 M 4 Complex Numbers/Operations
  25 W 4 Complex Functions
  27 F 4 Derivatives of Complex Functions

       Spring Vacation - Mar 2-6

Mar   9 M 4 Integration/Path Integrals
  11 W 4 Cauchy Theorem/Analytic Functions
13 F 4 Cauchy Integral Formula/Laurent Series
  16 M 4 Singularities/Residue Theorem
  18 W 4 Examples/Real Integrals
  20 F 4 Infinite Integrals
  23 M   Exam II
  25 W 5 Exponential Fourier Transform
  27 F 5 Dirac Delta Function
  30 M 5 Properties/Examples of Fourier Transforms
Apr   1 W 5 Convolution Theorem/Laplace Transforms
    2 R   No Class
    3 F   No Class
    6 M 5 Laplace Transform Properties
    8 W 5 Laplace Transform Examples/MATLAB
  10 F 5 ODEs/Convolution Theorem
  13 M 5 Inverse Laplace Transform/Series Summation
  15 W   Exam III
  17 F 6 Analog to Digital/DFT Plots/MATLAB
  20 M 6 Discrete Orthogonality
  22 W 6 Analog to Discrete - Comb Function
  24 F 6-7 Sampling Theory/Signal Analysis
  27 M 7 Effects of Sampling/Aliasing
  29 W 7 Epilogue
May   6 W   Final 8:00-11:00

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E-Mail: Dr. Russell Herman Last Updated: December 22, 2025