Finite Temperature Correlation Functions of One-dimensional Interacting Electron Systems

G. Bowen; M. Gulácsi; A. Rosengren

doi:10.1071/ph00024

Finite Temperature Correlation Functions of One-dimensional Interacting Electron Systems

G. Bowen^*, M. Gulácsi, A. Rosengren

^*Corresponding author for this work

Research output: Contribution to journal › Article › peer-review

1 Citation (Scopus)

Abstract

The well-known bosonisation method of one-dimensional electron systems is extended to finite temperatures. As an example, the correlation functions of the non-interacting case are explicitly calculated. The presentation is pedagogical and is intended to be accessible to graduate students or physicists who are not experts in this field.

Original language	English
Pages (from-to)	553-566
Number of pages	14
Journal	Australian Journal of Physics
Volume	53
Issue number	4
DOIs	https://doi.org/10.1071/ph00024
Publication status	Published - 2000

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title = "Finite Temperature Correlation Functions of One-dimensional Interacting Electron Systems",

abstract = "The well-known bosonisation method of one-dimensional electron systems is extended to finite temperatures. As an example, the correlation functions of the non-interacting case are explicitly calculated. The presentation is pedagogical and is intended to be accessible to graduate students or physicists who are not experts in this field.",

author = "G. Bowen and M. Gul{\'a}csi and A. Rosengren",

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AB - The well-known bosonisation method of one-dimensional electron systems is extended to finite temperatures. As an example, the correlation functions of the non-interacting case are explicitly calculated. The presentation is pedagogical and is intended to be accessible to graduate students or physicists who are not experts in this field.

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JO - Australian Journal of Physics

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Finite Temperature Correlation Functions of One-dimensional Interacting Electron Systems

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