A clear, systematic guide to the equilibrium theory of statistical mechanics.
This edition expands the Adams Prize essay into a full monograph that presents a unified treatment of classical and quantum aspects. It frames the basic theory, then shows how it applies to problems ranging from gases to stellar interiors, with attention to both foundations and practical calculations.
Readers will find a carefully structured approach that balances theory with applications, complemented by an extensive index to help locate topics quickly. The work reflects collaboration with noted scholars and notes changes brought by new developments in quantum mechanics, while preserving a clear connection to the classical foundations.
- A coherent presentation of equilibrium theory, blending classical and quantum viewpoints
- Profiles of key concepts like partition functions, dielectric constants, and virial relations
- Applications to gases, electrolytes, and astrophysical contexts
- Extensive indexing for quick reference and study aids
Ideal for students and researchers seeking a solid, long‑term reference in statistical mechanics.