A closed and analytical formula is given for the free Green’s function in a harmonic oscillator basis. It is very useful for solving the Lippman–Schwinger equation for the scattering of two clusters within the resonating group method formula.
REFERENCES
1.
2.
B.
Giraud
, J.
Hocquenghem
, and A.
Lumbroso
, Phys. Rev. C
7
, 2274
(1974
);T.
Matsuse
, M.
Kamimura
, and Y.
Fukushima
, Prog. Theor. Phys.
53
, 706
(1975
).3.
4.
M.
Oka
and K.
Yazaki
, Quarks and Nuclei, edited by W. Weise in Int. Rev. Nucl. Phys. (World Scientific, Singapore)
1
, 489
(1984
);A.
Faessler
, F.
Fernandez
, G.
Lübeck
, and K.
Shimizu
, Phys. Lett. B
112
, 201
(1982
).5.
C. Gignoux and B. Silvestre‐Brac, Int. Rep. ISN 86‐42, Grenoble.
6.
7.
8.
M. Abramowitz and I. Stegun, Handbook of Mathematical Functions (Dover, New York, 1970).
9.
B.
Silvestre‐Brac
, J.
Carbonell
, and C.
Gignoux
, Phys. Lett. B
179
, 9
(1986
).10.
S.
Zouzou
, B.
Silvestre‐Brac
, C.
Gignoux
, and J. M.
Richard
, Z. Phys. C
30
, 457
(1986
).11.
B.
Silvestre‐Brac
, J.
Carbonell
, and C.
Gignoux
, Phys. Rev. D
36
, 2083
(1987
).
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© 1989 American Institute of Physics.
1989
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