| Date | Topic | Slides | Reading | Assignment | Solutions |
| Sep 24 | No class | |
| | |
| Oct 1 |
Bayram, No Class
|
| | | |
| Oct 3 | Bayram, No Class | | | | |
| Oct 8 | Introduction, Motivations, Applications of Signal Processing, Systems | | | | |
| Oct 10 | Sinusoids, Complex Numbers, Complex Exponentials and Phasors | Lecture 2 | McClellan Ch1, Ch2 | See Slides | |
| Oct 15 | Spectrum Representations, AM and FM Synthesis | Lecture 3 | McClellan Ch3, Smith Ch4, | | |
| Oct 17 | the Discrete Fourier Transform and Spectrogram, Graphical Signal Representations, Block diagrams, Graphical models, Vector/ Matrix Representations, Geometric Signal Theory, | | Smith | | |
| Oct 22 | Vandermonde Matrices, The DFT Derived | | | | |
| Oct 24 | Fourier Theorems for the DFT, DFT Applications, Fast Fourier Transform FFT | | | | |
| Oct 29 | No Class, Cumhuriyet Bayrami | | | | |
| Oct 31 | Examples | | | | |
| Nov 5 | Midterm 1 | | | | |
| Nov 7 | FFT via the Kronecker Product, Examples | | | | |
| Nov 12 | FIR Filters, Linear Time Invariant Systems | | | | |
| Nov 14 | Transfer Function Analysis, z-transform | | | | |
| Nov 19 | IIR Filters, Matlab Filter Analysis, Analysis of a Digital Comb Filter | | | | |
| Nov 21 | Time Domain Representations, Matrix Representations of Digital Filters | | | | |
| Nov 26 | State Space Representations | | | | |
| Nov 28 | Quantization, Sampling, Aliasing | | | | |
| Dec 3 | Floating point representations | | | | |
| Dec 5 | Least Squares | | | | |
| Dec 10 | Kurban Bayrami | | | | |
| Dec 12 | Kurban Bayrami | | | | |
| Dec 17 | Examples | | | | |
| Dec 19 | Midterm 2 | | | | |
| Dec 24 | Random Signals | | | | |
| Dec 26 | Random Signals and statistical signal processing | | | | |
| Dec 31 | Review, Examples | | | | |
| ? | Final | | | | |
