Fractional Calculus 1st Edition

Fractional Calculus, 1st Edition by Behzad Ghanbari brings a clear, modern introduction to the expanding field of fractional calculus—essential reading for mathematicians, engineers, and scientists looking to model memory and hereditary properties in complex systems. This concise, expertly written volume balances rigorous theory with practical insight, guiding readers from foundational concepts to contemporary applications.

Start by exploring the intuitive motivation for fractional derivatives and fractional integrals, then progress through carefully developed definitions, key theorems, and step-by-step derivations that build understanding without sacrificing precision. Numerous worked examples and thoughtfully chosen exercises reinforce learning and prepare readers for real-world problems in control theory, viscoelasticity, anomalous diffusion, and signal processing.

What sets this 1st edition apart is its accessible exposition and emphasis on applicability: clear notation, comparative discussion of Riemann–Liouville and Caputo approaches, and practical problem-solving strategies make advanced topics approachable for graduate students and practicing engineers alike. Researchers will appreciate the up-to-date references and the book’s suitability as a course text or a reference for interdisciplinary projects.

Whether you’re in academia or industry—across North America, Europe, Asia, or beyond—this authoritative guide by Behzad Ghanbari equips you to apply fractional calculus to modeling, simulation, and analysis. Enhance your library with a concise, dependable resource that bridges theory and practice. Order your copy today and deepen your command of this powerful mathematical toolkit.

Note: eBooks do not include supplementary materials such as CDs, access codes, etc.