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Correlation function (quantum field theory) : ウィキペディア英語版 | Correlation function (quantum field theory)
In quantum field theory, the (real space) ''n''-point correlation function is defined as the functional average (functional expectation value) of a product of field operators at different positions : For time-dependent correlation functions, the time-ordering operator is included. Correlation functions are also called simply correlators. Sometimes, the phrase Green's function is used not only for two-point functions, but for any correlators. * The correlation function can be interpreted physically as the amplitude for propagation of a particle or excitation between y and x. In the free theory, it is simply the Feynman propagator(for n=2). (more information see 'An Introduction to Quantum Field Theory' by Peskin & Schroeder, Section 4.2 : Perturbation Expansion of Correlation Functions ) ==See also==
* Connected correlation function * One particle irreducible correlation function * Green's function (many-body theory) * Partition function (mathematics)
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