| Lec # | Topics | Key Dates |
|---|---|---|
| 1 | Introduction | |
| Part I: Estimation | ||
| 2 | Recursive Least Square (RLS) Algorithms | |
| 3 | Properties of RLS | |
| 4 | Random Processes, Active Noise Cancellation | |
| 5 | Discrete Kalman Filter-1 | Problem set 1 due |
| 6 | Discrete Kalman Filter-2 | |
| 7 | Continuous Kalman Filter | Problem set 2 due |
| 8 | Extended Kalman Filter | |
| Part 2: Representation and Learning | ||
| 9 | Prediction Modeling of Linear Systems | Problem set 3 due |
| 10 | Model Structure of Linear Time-invariant Systems | |
| 11 | Time Series Data Compression, Laguerre Series Expansion | Problem set 4 due |
| 12 | Non-linear Models, Function Approximation Theory, Radial Basis Functions | |
| 13 | Neural Networks | Problem set 5 due |
| Mid-term Exam | ||
| 14 | Error Back Propagation Algorithm | |
| Part 3: System Identification | ||
| 15 | Perspective of System Identification, Frequency Domain Analysis | |
| 16 | Informative Data Sets and Consistency | Problem set 6 due |
| 17 | Informative Experiments: Persistent Excitation | |
| 18 | Asymptotic Distribution of Parameter Estimates | |
| 19 | Experiment Design, Pseudo Random Binary Signals (PRBS) | |
| 20 | Maximum Likelihood Estimate, Cramer-Rao Lower Bound and Best Unbiased Estimate | Problem set 7 due |
| 21 | Information Theory of System Identification: Kullback-Leibler Information Distance, Akaike’s Information Criterion | |
| Final Exam | ||
Calendar
Course Info
Instructor
Departments
As Taught In
Spring
2006
Level
Course Info
Instructor
Departments
As Taught In
Spring
2006
Level
Learning Resource Types
grading
Exams
notes
Lecture Notes
assignment
Problem Sets