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2 Particle Number Operators in Quantum Mechanics and in Quantum Field Theory 2.1 Quantum Mechanics 2.1.1 Time Evolution of Classical Systems From the definition of the action (2.3) and variational principle (2.4), assuming that by Igor Olegovich Cherednikov; Frederik F. Van der Veken is a scholarly article available to read on EtoBox.

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The purpose of this book is to give a systematic pedagogical exposition of the quantitative analysis of Wilson lines and gauge-invariant correlation functions in quantum chromodynamics. Using techniques from the previous volume (Wilson Lines in Quantum Field Theory, 2014), an ab initio methodology is developed and practical tools for its implementation are presented. Emphasis is put on the implications of gauge invariance and path-dependence properties of transverse-momentum dependent parton density functions. The latter are associated with the QCD factorization approach to semi-inclusive hadronic processes, studied at currently operating and planned experimental facilities. Contents: Introduction Particle Number Operators in Quantum Mechanics and in Quantum Field Theory Geometry of Quantum Field Theories Basics of Wilson Lines in QCD Gauge-Invariant Parton Densities Simplifying Wilson Line Calculations Brief Literature Guide Conventions and Reference Formulae Integrations Bibliography Index

Author

Igor Olegovich Cherednikov; Frederik F. Van der Veken

Publisher

de Gruyter GmbH, Walter

Published

2017

Language

EN

ISBN

9783110430608