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Extended Lagrange And Hamilton Formalism For Point Mechanics And Covariant Hamilton Field Theory (Hardcover) Loot Price: R3,461
Discovery Miles 34 610
Extended Lagrange And Hamilton Formalism For Point Mechanics And Covariant Hamilton Field Theory (Hardcover): Jurgen...

Extended Lagrange And Hamilton Formalism For Point Mechanics And Covariant Hamilton Field Theory (Hardcover)

Jurgen Struckmeier, Walter Greiner

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Loot Price R3,461 Discovery Miles 34 610 | Repayment Terms: R324 pm x 12*

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This book presents the extended Lagrange and Hamilton formalisms of point mechanics and field theory in the usual tensor language of standard textbooks on classical dynamics. The notion 'extended' signifies that the physical time of point dynamics as well as the space-time in field theories are treated as dynamical variables. It thus elaborates on some important questions including: How do we convert the canonical formalisms of Lagrange and Hamilton that are built upon Newton's concept of an absolute time into the appropriate form of the post-Einstein era? How do we devise a Hamiltonian field theory with space-time as a dynamical variable in order to also cover General Relativity?In this book, the authors demonstrate how the canonical transformation formalism enables us to systematically devise gauge theories. With the extended canonical transformation formalism that allows to map the space-time geometry, it is possible to formulate a generalized theory of gauge transformations. For a system that is form-invariant under both a local gauge transformation of the fields and under local variations of the space-time geometry, we will find a formulation of General Relativity to emerge naturally from basic principles rather than being postulated.

General

Imprint: World Scientific Publishing Co Pte Ltd
Country of origin: Singapore
Release date: September 2024
First published: November 2014
Authors: Jurgen Struckmeier • Walter Greiner
Format: Hardcover
Pages: 300
ISBN-13: 978-981-4578-41-7
Categories: Books
LSN: 981-4578-41-X
Barcode: 9789814578417

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