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Particles, Sources, And Fields, Volume 1: Frontiers in Physics

Autor Julian Schwinger
en Limba Engleză Hardback – 7 mai 2019
This classic, the first of three volumes, presents techniques that emphasize the unity of high-energy particle physics with electrodynamics, gravitational theory, and many-particle cooperative phenomena. What emerges is a theory intermediate in position between operator field theory and S-matrix theory, which rejects the dogmas of each and gains thereby a calculational ease and intuitiveness that make it a worthy contender to displace the earlier formulations.
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Specificații

ISBN-13: 9780367091651
ISBN-10: 0367091658
Pagini: 444
Dimensiuni: 152 x 229 x 28 mm
Greutate: 0.73 kg
Ediția:1
Editura: CRC Press
Colecția CRC Press
Seria Frontiers in Physics


Cuprins

Particles * Unitary Transformations * Galilean Relativity * Einsteinian Relativity * Critique of Particle Theory Sources * Spin 0 Particles. Weak Source * Spin 0 Particles. Strong Source * Spin 1 Particles. The Photon * Spin 2 Particles. The Gravitron * Particles with Arbitrary Integer Spin * Spin Particles. Fermi-Dirac Statistics * More About Spin Particles Neutrinos * Particles of Integer + Spin * Unification of All Spins and Statistics Fields * The Field Concept. Spin 0 Particles * The Field Concept. Spin Particles * Some Other Spin Values * Multispinor Fields * Action * Invariance Transformations and Fluxes. Charge * Invariance Transformations and Fluxes. Mechanical Properties * The Electromagnetic Field. Magnetic Charge * Charge Quantization. Mass Normalization * Primitive Electromagnetic Interactions and Source Models * Extended Sources. Soft Photons * Interaction Skeleton. Scattering Cross Sections * Spin Processes * Sources as Scatterers * H-Particles * Instability and Multiparticle Exchange * The Gravitational Field

Descriere

This volume presents techniques that emphasize the unity of high-energy particle physics with electrodynamics, gravitational theory, and many-particle co-operative phenomena. It offers a theory intermediate in position between operator field theory and S-matrix theory.