Applications of Algebra to Communications, Control, and Signal Processing

Applications of Algebra to Communications, Control, and Signal Processing is a compact SpringerBriefs title that shows how abstract algebra has become a practical tool in modern engineering and computing. Nigel Boston presents the subject with an eye toward readers who want the ideas behind the applications, not just a catalog of results.

Algebra in Real Engineering Contexts

The book connects algebraic methods with problems in communications, control, and signal processing. Rather than treating abstract algebra as a purely theoretical subject, it shows how the material can support topics such as coding theory, cryptography, MIMO communications, face recognition, biometrics, control design, and radar signal design.

Built from Graduate Teaching Experience

According to the preface, the volume is based on a graduate course taught at the University of Wisconsin and incorporates later developments. That background gives the text a focused, classroom-tested structure: the emphasis is on the core tools that working researchers and advanced students need in order to understand current applications.

Who Will Appreciate This Book?

• Mathematicians who want to see where abstract algebra is used in practice
• Engineers looking for a concise introduction to algebraic techniques
• Computer scientists interested in modern applications of algebraic thinking
• Graduate students exploring the overlap of mathematics, communications, and signal processing

A Clear Entry Point to a Growing Area

For readers interested in the bridge between theory and application, this book offers a compact, well-defined introduction to a field that continues to expand. It is especially useful as a starting point for understanding why algebraic ideas matter in current communications and signal-processing work.