Quantum field theory and statistical mechanics - Glimm, Jaffe - 1985 () Citation Context ...he interaction (2.1) is a formal operator and, in order to get a well defined operator in the Fock space, one way is to adapt what Glimm and Jaffe have done in the case of the Yukawa ...
From Field Theory to Quantum Groups Structural Aspects of Quantum Field Theory and Noncommutative Geometry Edition: 2nd Relativistic Quantum Mechanics and Introduction to Quantum Field Theory Related Books Mathematical Methods for the Natural and Engineering Sciences ...
A. Wipf, "Statistical approach to quantum field theory," Lect. Notes Phys. 864 (2013) 390.A. Wipf, Statistical Approach to Quantum Field Theory, Lect. Notes Phys., vol. 864, Springer, 2013.Wipf A. Statistical Approach to Quantum Field Theory, vol. 864 of Springer Lecture Notes in ...
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It is shown that the normal product in quantum statistical mechanics, as defined by Matsubara, has zero expectation value. Another method for the treatment of the Bose particles is given. 中文翻译: 场论技术在量子统计力学中的应用 结果表明,如松原所定义的那样,量子统计力学中的正态产品的期望值为...
one-particle statesQuadratic HamiltoniansPerturbation theoryGGreen functionsAdiabatic S-matrixScattering of (quasi-)particles; inclusive cross-section#Quantum statistical mechanics#Examples#Equilibrium states of translation-invariant Hamiltonians#Algebraic approach to quantum theory#Quantum field theory and statistic...
Without proof, we may state the results for statistical mechanics of the quantum-mechanical theory. We recall that according to quantum mechanics, a system which is bound by a potential, for the vibrations, for example, will have a discrete set of energy levels, i.e., states of different ...
《Quantum and Statistical Field Theory》是Oxford University Press, USA出版的图书，作者是Michel Le Bellac 内容简介 Quantum field theory is a fundamental branch of theoretical physics, which in the last 20 years, has led to spectacular progress in our understanding of phase transitions and elementary ...