Mathematical physics

Elastic Waves: High Frequency Theory is concerned with mathematical aspects of the theory of high-frequency elastic waves, which is based on the ray method.

Elastic Waves: High Frequency Theory is concerned with mathematical aspects of the theory of high-frequency elastic waves, which is based on the ray method.

For courses in calculus-based physics.

For courses in calculus-based physics.

When the First Edition of this book was written in 1951, the gas turbine was just becoming established as a powerplant for military aircraft.

When the First Edition of this book was written in 1951, the gas turbine was just becoming established as a powerplant for military aircraft.

Novel conceptual analysis, fresh historical perspectives, and concrete physical examples illuminate one of the most thought-provoking topics in physics.

Covering all aspects of probability theory, statistics and data analysis from a Bayesian perspective for graduate students and researchers.

Covering all aspects of probability theory, statistics and data analysis from a Bayesian perspective for graduate students and researchers.

Authoritative, highly readable history of aerodynamics and the major theorists and their contributions.

Authoritative, highly readable history of aerodynamics and the major theorists and their contributions.

A unique introduction to the chronon hypothesis, systematically building the theory up from scratch.

A unique introduction to the chronon hypothesis, systematically building the theory up from scratch.

Introduces graduate students to the state of the art in this fast-developing field of applied mathematics.

This book introduces the powerful and flexible combination of Hamiltonian operators and path integrals in quantum mathematics.

A complete introduction to the use of modern ray tracing techniques in plasma physics.

Introduces graduate students to the state of the art in this fast-developing field of applied mathematics.

A comprehensive account of Hardy''s Z-function, one of the most important functions of analytic number theory.

A comprehensive account of Hardy''s Z-function, one of the most important functions of analytic number theory.

This book introduces the powerful and flexible combination of Hamiltonian operators and path integrals in quantum mathematics.

A complete introduction to the use of modern ray tracing techniques in plasma physics.

Reflecting on the explosion of research activities in this field over the last decade, this edition has been substantially expanded.

This 2004 book presents the loop and spinfoam approach to quantum gravity, for graduates and researchers.

A comprehensive look at convexity and its mathematical ramifications.

The first coherent presentation of this rapidly growing field, covering methods and applications for graduate students and researchers.

For advanced undergraduates and graduates, introducing physicists to the mathematical aspects of group theory, and mathematicians to its physics applications.

An introduction to Hamiltonian mechanics of systems with gauge symmetry for graduate students and researchers in theoretical and mathematical physics.

This book explores concepts within general relativity in the context of the particular space-times in which they arise.

Suitable for graduate students, this book develops quantum field theory in curved spacetime in a pedagogical style.

Translation of the Fifth Solvay Congress proceedings, for graduate students and researchers in physics and quantum theory.

A pedagogical introduction to quantum field theory in many-particle physics, this book complements graduate level courses on many-particle theory.

The mathematical methods that physical scientists need for solving problems are clearly set out in this tutorial-style textbook.

The first fully self-contained introduction to geometric algebra by two leading experts in the field.

A systematic introduction to string phenomenology, outlining how string theory is connected to the real world of particle physics.

Pedagogical exposition providing a new perspective on relativistic quantum field theory for graduate students and researchers.

Translation of the Fifth Solvay Congress proceedings, for graduate students and researchers in physics and quantum theory.

This book presents some of the basic ideas and tools of quantum field theory to a mathematical audience.

This tutorial-style textbook develops the basic mathematical tools needed by undergraduates to solve problems in the physical sciences.

The first fully self-contained introduction to geometric algebra by two leading experts in the field.

Introduces the basic tools in spectral analysis using numerous examples from the Schrödinger operator theory and various branches of physics.

Introduces the basic tools in spectral analysis using numerous examples from the Schrödinger operator theory and various branches of physics.

A complete introduction to the modelling and mathematical analysis of contact processes with deformable solids.

A treatment of low-speed aerodynamics, covering both theory and computational techniques, first published in 2001.

A complete introduction to the modelling and mathematical analysis of contact processes with deformable solids.

Presents recent progress in two-dimensional mathematical hydrodynamics, including rigorous results on turbulence in space-periodic fluid flows.

A philosophical perspective to statistical mechanics for graduate students and researchers in the foundations and philosophy of physics.

An overview of classical solutions and their consequences in quantum field theory, high energy physics and cosmology for graduates and researchers.

An overview of classical solutions and their consequences in quantum field theory, high energy physics and cosmology for graduates and researchers.

A philosophical perspective to statistical mechanics for graduate students and researchers in the foundations and philosophy of physics.