Carte Quantum Electrodynamics - annotated sources. Volume I. Trevor Underwood

Quantum Electrodynamics - annotated sources. Volume I.

Limbă: engleză
Legare: Copertă tare
Disponibilitate: În depozitul extern
Expediem în 9-15 zile
385.68 lei
This is not a sourcebook in the conventional sense. It is a working document which brings together a...

Informații despre carte

Limbă
engleză
Legare
Carte - Copertă tare
Publicat
2023
Pagini
632
EAN
9798218182854
Enbook ID
43334944
Greutate
1828
Dimensiuni
221 x 286 x 38

Descriere completă

This is not a sourcebook in the conventional sense. It is a working document which brings together annotated extracts from 107 primary sources, or translations of them, of the development of quantum electrodynamics, so that it is easier for a researcher to deal with the large volume of material. Links to internet copies of the primary documents or alternative sources are provided where available to enable these to be consulted. A summary is provided at the head of each paper and in the Contents. The references in each paper are expanded to include the title (and its translation where relevant), and a copy of the summary where this is available and helpful to avoid unnecessary cross referencing. Biographies of the main contributors are also provided, of which 18 received Nobel Prizes in Physics. The chronological development of the theories of quantum mechanics and quantum electrodynamics constituted an interesting interplay between theory and experiment. Volume I, covering the period from 1896 to 1931 is primarily focused on the development of the largely successful non-relativistic theory of quantum mechanics and quantum electrodynamics. The 2nd Edition of Volume I includes descriptions of the Lagrangian on pages 36-7 and of the Schrödinger equation and quantum superposition on pages 483-5. Volume II, covering the period from 1930 up until 1965, when Tomonaga, Feynman, and Schwinger received their Nobel prizes, addresses the attempts to formulate a relativistic quantum electrodynamics, or quantum field theory, for the electron, when the energy of the electron is relativistic, and in particular to address, through a process of renormalization, the still unresolved divergencies arising largely, if not entirely, from the assumption of a point electron.

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