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Green's Functions and Condensed Matter
Presentation of the basic theoretical formulation of Green's functions, followed by specific applications: transport coefficients of a metal, Coulomb gas, Fermi liquids, electrons and phonons, superconductivity, superfluidity, and magnetism. 1984 edition.
Green's Functions with Applications
Since its introduction in 1828, using Green's functions has become a fundamental mathematical technique for solving boundary value problems. Most treatments, however, focus on its theory and classical applications in physics rather than the practical means of finding Green's functions for applications in engineering and the sciences. Green's
Colton
Take a train to Southern California, and you'll pass through Colton. Once the home of Gabrielino and Serrano Indians, Colton is now known as the "Hub City," the only place in the United States where the Union Pacific and the Burlington, Northern & Santa Fe railroads cross. Westward-bound rail passengers travel through the horseshoe-shaped valley along the same trails that served Spanish explorers journeying from Mexico to Monterey in the 1770s. The valley's early settlers made use of the rich soil and ready transportation, cultivating fruit trees and shipping their harvest north and east. Legendary figures have also roamed Colton's streets, including the famous Tombstone gunslingers Wyatt Earp and his brother Virgil, who was Colton's first marshal, and their father, Nicholas, who served as a justice of the peace and city recorder. Over the 150 years of the community's history, many have passed through Colton, and all have left their mark on this classically Californian town.
Fundamentals of Electromagnetism
This textbook is a revised and enlarged version of notes for a one-semester course on electromagnetism. It covers the theory of electromagnetic phenomena in vacuum and in material media. The book includes a CD-ROM with didactic software, to solve boundary value problems in electrostatics and magnetostatics.
Elements of Green's Functions and Propagation
This text takes the student with a background in undergraduate physics and mathematics towards the skills and insights needed for graduate work in theoretical physics. The author uses Green's functions to explore the physics of potentials, diffusion, and waves. These are important phenomena in their own right, but this study of the partial differential equations describing them also prepares the student for more advanced applications in many-body physics and field theory. Calculations are carried through in enough detail for self-study, and case histories illustrate the interplay between physical insight and mathematical formalism. The aim is to develop the habit of dialogue with the equations and the craftsmanship this fosters in tackling the problem. The book is based on the author's extensive teaching experience.
