Recent developments in relativistic thermal field theories - INSPIRE

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Recent developments in relativistic thermal field theories

M. Le Bellac
(
- Nice, Inst. Nonlineaire and
- Nice U.
)

Mar, 1991

42 pages

Part of Recent aspects of quantum fields. Proceedings, 30. Internationale Universitätswochen für Kernphysik : Schladming, Austria, February - March, 1991, 275-319

Published in:

Lect.Notes Phys. 396 (1991) 275-319

Contribution to:

30th Internationale Universitatswochen fur Kernphysik (International University School of Particle Physics: Recent Aspects of Quantum Fields), 275-319

Published: 1991

DOI:

10.1007/3-540-54978-1_13

Report number:

INLN-91-6

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lectures
finite temperature
propagator
n-point function
quantum electrodynamics
quantum chromodynamics
phi**n model: 4
perturbation theory: higher-order
renormalization: regularization
quark gluon: plasma

References(83)

Figures(0)

[1]

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A. Fetter
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J.D. Walecka

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L. Dolan
(
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(
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)

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•
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[6]

A Relativistic phase transition

D.A. Kirzhnits
(
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)
,
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)

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Helmut Satz
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)

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[8]

Status of lattice field theory and computer simulations

Akira Ukawa
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Hadrons Below the Chiral Phase Transition

P. Gerber
(
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)
,
H. Leutwyler
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)

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[9]

this volume

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[10]

Chiral Phase Transitions in {QCD} for Finite Temperature and Density

A. Barducci
(
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- Pisa U.
)
,
R. Casalbuoni
(
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)
,
S. De Curtis
(
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)
,
Raoul Gatto
(
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)
,
Giulio Pettini
(
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)

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[11]

One Loop Perturbative Calculation of Wilson Loops on Finite Lattices

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(
- CERN
)
,
F. Karsch
(
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)

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•
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[11]

Finite-temperature SU(2) lattice gauge theory with dynamical fermions

Urs M. Heller
(
- CERN
)
,
F. Karsch
(
- Illinois U., Urbana
)

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•
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Lattice QCD at Finite Temperature: A Status Report

F. Karsch
(
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)

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•
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[11]

SIMULATING THE QUARK - GLUON PLASMA ON THE LATTICE

F. Karsch
(
- CERN
)

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•
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Nonperturbative thermodynamics of SU(N) gauge theories

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•
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[12]

Lattice results on finite temperature QCD: A Status report

Bengt Petersson
(
- Bielefeld U.
)

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•
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[13]

STATISTICAL FIELD THEORY

[14]

G. Baym
,
N.J. Mermin

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[15]

Finite Temperature Field Theory

Joseph I. Kapusta
(
- Minnesota U.
)

[16]

Real and Imaginary Time Field Theory at Finite Temperature and Density

N.P. Landsman
(
- Amsterdam U.
)
,
C.G. van Weert
(
- Amsterdam U.
)

- Phys.Rept. 145 (1987) 141
•
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[16]

this review contains a complete list of references prior to, which have not been systematically quoted in the present article

[17]

Discontinuities of Green Functions in Field Theory at Finite Temperature and Density

R.L. Kobes
(
- British Columbia U.
)
,
G.W. Semenoff
(
- British Columbia U.
)

- Nucl.Phys.B 260 (1985) 714-746,
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•
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[17]

Discontinuities of Green Functions in Field Theory at Finite Temperature and Density. 2

R.L. Kobes
(
- British Columbia U.
)
,
G.W. Semenoff
(
- British Columbia U.
)

- Nucl.Phys.B 272 (1986) 329-364,
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•
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