Minimum Entropy Control for Time-Varying Systems - Rigorous Control
Minimum Entropy Control for Time-Varying Systems - Rigorous Control
Price subject to change. Tap below for current.
Couldn't load pickup availability
In this review of Minimum Entropy Control for Time-Varying Systems the authors present a focused, mathematically grounded treatment of controller design that will appeal to researchers and practicing engineers interested in robust control. The bottom line: this book is for readers who already understand H-2 and H-infinity frameworks and want a deeper, principled route toward minimum entropy control for systems that vary with time. It reads like a graduate-level text and delivers a concentrated theoretical perspective rather than a how-to manual for immediate industrial implementation.
Key Features
- Theoretical focus: The book develops the mathematical foundations of minimum entropy control to provide a rigorous basis for choosing controllers under model uncertainty.
- Comparison with H-2 and H-infinity: It explains differences and tradeoffs with H-2 and H-infinity norms so readers can evaluate which framework suits their application.
- Time-varying systems emphasis: The treatment targets systems whose dynamics change over time, making the material relevant for advanced aerospace and adaptive applications.
- Robust control perspective: The narrative places minimum entropy as a natural extension within robust control, helping researchers connect it to mainstream theory.
- Authoritative authorship: With Marc A. A. Peters and Pablo Iglesias as authors, the text carries the weight of experienced contributors to systems and control literature.
Who It's For
This book is best for graduate students, academic researchers, and control engineers who already have familiarity with optimal control concepts and want to extend their toolkit beyond standard H-2 and H-infinity approaches. It suits readers working on aerospace, robotics, or other domains where model mismatch and time variation are central concerns.
Practitioners seeking hands-on implementation recipes, code examples, or step-by-step industrial procedures should look elsewhere; the book emphasizes rigorous theory and conceptual understanding over application templates.
Pros & Cons
Pros
- Provides a rigorous, clear exposition of minimum entropy control as a principled design criterion.
- Helps readers place H-infinity and H-2 approaches in context when dealing with imperfect models.
- Focus on time-varying systems makes it relevant for advanced aerospace and adaptive control problems.
Cons
- The text is theoretical and does not include practical implementation examples or software, which limits immediate application in industrial projects.
Specifications
| Title | Minimum Entropy Control for Time-Varying Systems |
| Series | Systems & Control: Foundations & Applications |
| Authors | Marc A. A. Peters, Pablo Iglesias |
| Primary topic | Minimum entropy and H-infinity control theory |
| Audience | Graduate students, researchers, control engineers |
| Emphasis | Time-varying systems and robust control theory |
Our Verdict
Minimum Entropy Control for Time-Varying Systems is a strong value for readers who need a rigorous, theoretical treatment of robust controller design and the relation between H-2, H-infinity, and minimum entropy approaches. It is recommended for academics and advanced engineers who prioritize conceptual depth over immediate application guides.
Frequently Asked Questions
Does this book cover H-infinity concepts?
Yes, it takes H-infinity control as a starting point and compares it with minimum entropy methods within a robust control framework.
Is it suitable for beginners?
No, the material assumes prior knowledge of optimal control and is best approached by graduate-level readers or experienced practitioners.
Are there practical examples or code?
The book focuses on theory and does not emphasize implementation examples or software tools.
Editor's Take
A rigorous, theory-focused text recommended for graduate students and control researchers who need a principled treatment of minimum entropy control and its relation to H-2 and H-infinity frameworks.

Recently viewed
Recently viewed products will appear here as customers browse the store.