logo

A non-perturbation approach in temperature Green function theory

A non-perturbation approach in temperature Green function theory

Zuo Wei
Wang Shun-Jin
Nuclear Science and TechniquesVol.8, No.1pp.14-17Published in print 01 Feb 1997
22800

A set of differo-integral equations for many-body connected temperature Green's functions is established which is non-perturbative in nature and provides a reasonable truncation scheme with respect to the order of many-body correlations. The method can be applied to nuclear systems at finite temperature.

NonperturbationConnected temperature Green's functionmany-body correlationTruncation
References
1 Matsubara T. Progr Theor Phys, 1955; 14: 351
2 Abrikosov A A, Gorkov L P, Dzaloshinskii I E. Methods of quantum field theory in statistical physics. New Jersey: Prentice-Hall, Englewood Cliffs, 1963
3 Fetter A L, Walecka J D. Quantum theory of many particle system. New York: McGraw-Hill Book Company, 1971
4 Martin P C, Schwinger J. Phys Rev, 1959, 115: 1342
5 Negel J W. Rev Mod Phys, 1982; 54: 912
6 Kadanoff L P, Baym G. Quantum statistical mechanics. New York: W. A. Benjamin, Inc. 1962
7 Wang Shun-Jin, Cassing W. Ann Phys, 1985; 159: 328
8 Wang Shun-Jin, Cassing W. Nucl Phys, 1989; A495: 371c
9 Cassing W, Wang Shun-Jin. Z Phys, 1990; A337: 1
10 Wang Shun-Jin, Li Bao-An, Bauer W et al. Ann Phys. 1991; 209: 251
11 Wang Shun-Jin, Zuo Wei, Cassing W. Nucl Phys, 1994; A573: 245
12 Zuo Wei, Wang Shun-Jin. High Energy Physics and Nuclear Physics, 1992; 16: 840
13 Zuo Wei, Wang Shun-Jin. High Energy Physics and Nuclear Physics, 1992; 16: 1050
14 Zuo Wei, Wang Shun-Jin. High Energy Physics and Nuclear Physics, 1993; 17: 179
15 Zuo Wei, Wang Shun-Jin. High Energy Physics and Nuclear Physics, 1994; 18: 616
16 Zuo Wei, Guo Hua, Wang Shun-Jin. Commun Theor Phys, 1994; 22: 213
17 Wang Shun-Jin, Zuo Wei, Guo Hua. Nuclear Many-body Progress in Physics, 1996; 16(1): 172
18 Cassing W, Mosel U. Progr in Part and Nucl Phys, 1990; 25: 235
19 Li Bao-An, Bauer Wolfgang. Phys Rev, 1991; C44: 450
20 Li Bao-An, Bauer Wolfgang, Bertsch George F. Phys Rev, 1991, C44: 2095
21 de Blasio F V, Cassing W, Tohyama M et al. Phys Rev Lett, 1992; 68: 1663
22 Gong M, Tohyama M, Randrup J. Z Phys, 1990; A335: 331
23 Häuser J M, Cassing W, Peter A. Nucl Phys, 1995; A585: 727
24 Häuser J M, Cassing W, Peter A et al. Z Phys, 1995; A353: 301
25 Liu Hang, Zuo Wei, Lee Xi-Guo et al

Twobody correlation transport theory for heavy ion collision III. Numerical study for semiclassical approximation

. High Energy Physics and Nuclear Physics (in Chinese), accepted
Baidu ScholarGoogle Scholar
26 Zuo Wei.

Many-body correlation dynamics within a Green's function formalism

. Lanzhou University, Ph D thesis, 1992
Baidu ScholarGoogle Scholar