This book presents a series of lectures by I. G. Petrovskiĭ on the theory of integral equations, covering fundamental concepts and analytical methods used in mathematical physics and applied mathematics.
This book provides a comprehensive treatment of classical optimization theory, including both foundational principles and advanced extensions. It covers optimization techniques used in economics, engineering, and operations research, making it suitable for graduate students and researchers.
A mathematical treatment of evolutionary genetics, presenting models and theoretical approaches to population genetics within the framework of applied mathematics.
A foundational work in biomathematics that explores the geometry and dynamics of biological timing systems, particularly circadian rhythms, presented as Volume 8 in the Biomathematics series.
A graduate-level applied mathematics textbook introducing complex variable theory with emphasis on applications in engineering and physical sciences.
A foundational text in spatial analysis and transport optimization, applying mathematical models to locational decision-making and economic geography problems.
This volume provides a comprehensive treatment of real analysis, forming Part A of a broader work on real and functional analysis. It covers fundamental concepts such as measure theory, integration, and the structure of real-valued functions, serving as a solid foundation for advanced studies in analysis and related fields.
This book serves as an introductory text in mathematical analysis, providing foundational concepts such as limits, continuity, and sequences. It is intended for students transitioning from elementary calculus to more rigorous analysis.
This book provides an introduction to differential and integral calculus, covering limits, derivatives, and applications. It is suitable for undergraduate students in mathematics, science, and engineering.
This volume is a collection of peer‑reviewed research papers selected from the International Workshop on Biomathematics and Related Computational Problems, held in Naples and Anacapri, Italy, in May 1987. The book reflects the rapid development of biomathematics as an interdisciplinary field, integrating mathematics, biology, neuroscience, and computational modeling. Topics covered include n…