The authors address these challenges by developing a unified framework grounded in fixed?point theory, offering practical tools for stability analysis, numerical approximation, control design, and state estimation. Each chapter explains key concepts using a consistent structure and concludes with real?world examples, including applications in engineering, physics, and biological systems.

Designed for graduate students, researchers, and engineers working in control theory, applied mathematics, and nonlinear dynamics, this book provides a self?contained and accessible introduction to contemporary methods for analyzing and controlling nonlinear fractional?order systems.