Harmulas Graphs and Mathematical Tables

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Mathematics for Biologists

The aim of Mathematics for Biologists is to provide a comprehensive introductory course for biologists who have limited formal training in mathematics. The book carefully develops essential mathematical concepts—such as logarithms, calculus, differential equations, and statistics—and consistently relates them to biological problems. Each topic is supported by worked examples and exercises d…

Introduction to Physical Mathematics

This book provides an introduction to the mathematical methods used in physics, focusing on applying mathematical techniques to physical problems and concepts.

A Biologist's Mathematics

A Biologist's Mathematics introduces mathematical concepts specifically tailored for biologists, emphasizing clarity, precision, and practical application rather than abstract mathematical theory. The book explains why mathematics is an essential language for biology, particularly for describing data quantitatively, formulating models, and testing biological hypotheses. Causton begins with fou…

Integral Transforms in Applied Mathematics

A concise monograph on integral transforms and their applications in applied mathematics, focusing on analytical techniques useful in physics and engineering.

Inequalities: Theory of Majorization and Its Applications

A foundational monograph on inequality theory and majorization, with applications in mathematical analysis, statistics, and related scientific fields.

Differential Equations

A classic introductory text on differential equations by H. T. H. Piaggio, covering fundamental methods and practical applications. Widely used by undergraduate students, the book emphasizes problem-solving techniques and real-world applications in science and engineering.

The Geometry of Biological Time

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.

Complex Variables for Scientists and Engineers

A graduate-level applied mathematics textbook introducing complex variable theory with emphasis on applications in engineering and physical sciences.

Real and Functional Analysis: Part A: Real Analysis

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.