An Introduction to Identification (Dover Books on Electrical Engineering)
Why Read This Book
You should read this book if you want a concise, engineering-oriented introduction to system identification methods and their statistical foundations. It gives practical coverage of classical experiment designs and estimation algorithms so you can choose and apply identification techniques without getting lost in excessive theory.
Who Will Benefit
Engineers and graduate students with some signals-and-systems and statistics background who need to model, estimate, or validate linear dynamic systems for DSP, control, or measurement tasks.
Level: Intermediate — Prerequisites: Basic signals and linear systems, undergraduate-level probability and statistics, calculus, and elementary matrix algebra.
Key Takeaways
- Design and interpret impulse, step, and sine-wave identification experiments
- Apply correlation-based methods for system characterization and spectral estimation
- Derive and implement least-squares parameter estimation for linear models
- Assess statistical properties (bias, variance) of estimators and choose model orders
- Apply maximum-likelihood and Bayes estimation ideas to identification problems
- Evaluate limitations of classical methods and select appropriate practical algorithms
Topics Covered
- 1. Introduction and goals of system identification
- 2. System models and experiment design
- 3. Time‑domain testing: impulse and step response methods
- 4. Frequency‑domain testing: sine‑wave and swept‑sine methods
- 5. Correlation function methods and spectral estimation
- 6. Least‑squares model fitting for FIR and IIR models
- 7. Statistical properties of estimators: bias and variance
- 8. Optimal estimation and connections to Kalman filtering
- 9. Bayesian and maximum‑likelihood estimation approaches
- 10. Practical issues, model validation, and examples
- Appendices and mathematical review
Languages, Platforms & Tools
How It Compares
Covers similar introductory ground to Ljung's 'System Identification: Theory for the User' but at a lower mathematical level and with a crisper, more classical-experimental focus; less comprehensive and modern than Ljung.












