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Principles of discrete time mechanics
~
Jaroszkiewicz, George.
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Principles of discrete time mechanics
紀錄類型:
書目-電子資源 : Monograph/item
正題名/作者:
Principles of discrete time mechanics/ George Jaroszkiewicz.
作者:
Jaroszkiewicz, George.
出版者:
Cambridge :Cambridge University Press, : 2014.,
面頁冊數:
xiv, 365 p. :ill., digital ;24 cm.
內容註:
The physics of discreteness -- The road to calculus -- Temporal discretization -- Discrete time dynamics architecture -- Some models -- Classical cellular automata -- The action sum -- Worked examples -- Lee's approach to discrete time mechanics -- Elliptic billiards -- The construction of system functions -- The classical discrete time oscillator -- Type 2 temporal discretization -- Discrete time quantum mechanics -- The quantized discrete time oscillator -- Path integrals -- Quantum encoding -- Discrete time classical field equations -- The discrete time Schrodinger equation -- The discrete time Klein-Gordon equation -- The discrete time Dirac equation -- Discrete time Maxwell's equations -- The discrete time Skyrme model -- Discrete time quantum field theory -- Interacting discrete time scalar fields -- Space, time and gravitation -- Causality and observation -- Concluding remarks.
標題:
Quantum theory - Mathematics. -
電子資源:
https://doi.org/10.1017/CBO9781139525381
ISBN:
9781139525381
Principles of discrete time mechanics
Jaroszkiewicz, George.
Principles of discrete time mechanics
[electronic resource] /George Jaroszkiewicz. - Cambridge :Cambridge University Press,2014. - xiv, 365 p. :ill., digital ;24 cm. - Cambridge monographs on mathematical physics. - Cambridge monographs on mathematical physics..
The physics of discreteness -- The road to calculus -- Temporal discretization -- Discrete time dynamics architecture -- Some models -- Classical cellular automata -- The action sum -- Worked examples -- Lee's approach to discrete time mechanics -- Elliptic billiards -- The construction of system functions -- The classical discrete time oscillator -- Type 2 temporal discretization -- Discrete time quantum mechanics -- The quantized discrete time oscillator -- Path integrals -- Quantum encoding -- Discrete time classical field equations -- The discrete time Schrodinger equation -- The discrete time Klein-Gordon equation -- The discrete time Dirac equation -- Discrete time Maxwell's equations -- The discrete time Skyrme model -- Discrete time quantum field theory -- Interacting discrete time scalar fields -- Space, time and gravitation -- Causality and observation -- Concluding remarks.
Could time be discrete on some unimaginably small scale? Exploring the idea in depth, this unique introduction to discrete time mechanics systematically builds the theory up from scratch, beginning with the historical, physical and mathematical background to the chronon hypothesis. Covering classical and quantum discrete time mechanics, this book presents all the tools needed to formulate and develop applications of discrete time mechanics in a number of areas, including spreadsheet mechanics, classical and quantum register mechanics, and classical and quantum mechanics and field theories. A consistent emphasis on contextuality and the observer-system relationship is maintained throughout.
ISBN: 9781139525381Subjects--Topical Terms:
705044
Quantum theory
--Mathematics.
LC Class. No.: QC174.13 / .J37 2014
Dewey Class. No.: 530.12
Principles of discrete time mechanics
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Could time be discrete on some unimaginably small scale? Exploring the idea in depth, this unique introduction to discrete time mechanics systematically builds the theory up from scratch, beginning with the historical, physical and mathematical background to the chronon hypothesis. Covering classical and quantum discrete time mechanics, this book presents all the tools needed to formulate and develop applications of discrete time mechanics in a number of areas, including spreadsheet mechanics, classical and quantum register mechanics, and classical and quantum mechanics and field theories. A consistent emphasis on contextuality and the observer-system relationship is maintained throughout.
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https://doi.org/10.1017/CBO9781139525381
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