Secure Detection and Control in Cyber-Physical Systems : Working in the Presence of Malicious Data - Jiaqi Yan

Secure Detection and Control in Cyber-Physical Systems

Working in the Presence of Malicious Data

By: Jiaqi Yan, Yilin Mo, Changyun Wen

Hardcover | 22 August 2025 | Edition Number 1

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In this pioneering reference work, Yan, Mo, and Wen explain secure detection and control algorithms for cyber-physical systems; describe their history and development, recent advances, and future trends; and provide practical examples to illustrate the topic.

This book presents readers with the basic concepts of cyber-physical systems, secure detection, and control theory, and explanations of new designs for secure detection and control algorithms that can provide acceptable system performance in the presence of attacks. The authors combine recent research results with a comprehensive comparison of such algorithms and provide ideas for future research. They also provide a concise overview of the state-of-the-art of the cyber-physical system security in a systems and control framework. Content is presented throughout in plain text with equations. Tables and charts are also included to complement the descriptions of the algorithms and aid reader understanding. Throughout, the authors also present practical examples to illustrate the main ideas. Through this book, readers will gain a comprehensive understanding of the field, including its history, recent advances, and future trends. Readers will be able to apply the relevant algorithms to cyber-physical systems in various contexts â" such as aerospace, transportation, power grids, and robotics â" and enhance their resiliency to attacks.

This book is vital for researchers and engineers who are researching and working in the fields of cyber-physical systems, secure detection, control theory, and related topics. It is also hugely beneficial for students in the fields of information technology, control systems, or power systems. Readers should have a basic understanding of linear algebra, convex optimization, and stochastic processes.

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