Statistical Physics (Part 1)

A foundational advanced text in statistical physics covering classical and quantum statistical mechanics, thermodynamic systems, distribution functions, and phase transitions. Part of the Course of Theoretical Physics series, widely regarded as a core reference in theoretical physics.

The Classical Theory of Fields

A foundational graduate-level text presenting classical field theory within the framework of special relativity. Covers relativistic mechanics, electromagnetic field theory, energy-momentum tensors, and the covariant formulation of physical laws. Part of the renowned Course of Theoretical Physics series.

Current Injection in Solids

A classic monograph on charge transport in solids, focusing on current injection mechanisms, space-charge-limited currents, and theoretical models of conduction in insulating and semiconducting materials. Widely used in solid-state physics and electronic materials research.

The Boundary Value Problems of Mathematical Physics

A foundational graduate-level text in mathematical physics presenting rigorous methods for solving boundary value problems for partial differential equations. Widely regarded as a classic reference in analysis and applied mathematics.

Electromagnetics

A comprehensive textbook covering classical electromagnetics, including electrostatics, magnetostatics, electromagnetic waves, and transmission lines. Widely used in engineering and physics programs, known for its practical applications and clear explanations.

Electromagnetic Fields and Relativistic Particles

A classic advanced undergraduate/graduate-level text presenting the theory of electromagnetism within the framework of special relativity. Emphasizes physical insight into relativistic particle dynamics, Lorentz transformations, and covariant formulations of Maxwell’s equations.

An Introduction to Mechanics

Edition

2nd Edition

ISBN/ISSN

978-0521198110

Collation

-

Series Title

-

Call Number

530 K63

Notes on Geometry

This textbook, part of the Universitext series, is designed to bridge the gap between classical geometry and modern undergraduate mathematics. It treats the foundational topics of Euclidean, projective, and hyperbolic geometry using tools familiar to university students, such as linear algebra, group theory, and metric spaces. Based on a course at the University of Edinburgh, the text aims to d…

Excursions in Advanced Euclidean Geometry

This textbook is designed to expand geometric knowledge beyond the standard secondary school curriculum. It introduces advanced topics such as concurrency, collinearity, and properties of circles and quadrilaterals (including the nine-point circle and Simson line) through a series of "excursions" that build upon familiar Euclidean principles. By focusing on problem-solving and proofs, the book …

Differential Geometric Structures

This textbook serves as a rigorous introduction to differential geometry, specifically designed for independent study or as a comprehensive reference work. Walter Poor defines geometric structures by specifying the parallel transport within an appropriate fiber bundle, focusing on linear parallel transport in its simplest forms. The text moves from an introductory overview of fiber bundles into…