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Dynamical Systems – Latest Developments and Applications explores the frontiers of theory, modeling, and real-world dynamics. From nonlinear control to agent-based modeling, and from multifractal motion to structural stability, this volume presents a rich tapestry of the latest advancements in the study and application of dynamical systems. This book brings together seven in-depth chapters authored by experts, each addressing a key aspect of dynamical system behavior and analysis: • Observation optimization in nonlinear systems using non-quadratic criteria and controlled error compensation. • Parametric investigations into energy dissipation mechanisms within mechanical suspension systems. • Stability assessments of materials under dynamic and environmental stresses. • Multifractal and holographic insights into the behavior of complex systems. • Agent-based modeling frameworks for simulating decentralized, emergent dynamics. • Chaotic dynamics emerging from the Montgomery Conjecture. With its interdisciplinary scope and emphasis on both theoretical development and engineering application, this book serves as an essential resource for researchers, graduate students, and professionals in control systems, mechanical engineering, applied mathematics, and computational modeling. Whether you are looking to deepen your understanding of complex system dynamics or seeking new methodologies for analysis and design, Dynamical Systems – Latest Developments and Applications delivers a compelling snapshot of today's most innovative research directions.
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Keywords
- Mathematics / Differential Equations / General
- Mathematics / Differential Equations / Ordinary
- Mathematics / Differential Equations / Partial
- thema EDItEUR::P Mathematics and Science::PB Mathematics::PBK Calculus and mathematical analysis::PBKJ Differential calculus and equations
Links
DOI: 10.5772/intechopen.1003418Editions