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Superfluid equation of state of dilute composite bosons or how to include 3- and 4-body problems in the many body problem
Laser Physics
◽
10.1134/s1054660x09040112
◽
2009
◽
Vol 19
(4)
◽
pp. 599-601
Author(s):
X. Leyronas
◽
R. Combescot
Keyword(s):
Equation Of State
◽
Body Problem
◽
Many Body
◽
Composite Bosons
◽
The Many
Download Full-text
Related Documents
Cited By
References
Publisher’s Note: Towards the Solution of the Many-Electron Problem in Real Materials: Equation of State of the Hydrogen Chain with State-of-the-Art Many-Body Methods [Phys. Rev. X 7 , 031059 (2017)]
Physical Review X
◽
10.1103/physrevx.11.029901
◽
2021
◽
Vol 11
(2)
◽
Author(s):
Mario Motta
◽
David M. Ceperley
◽
Garnet Kin-Lic Chan
◽
John A. Gomez
◽
Emanuel Gull
◽
...
Keyword(s):
Equation Of State
◽
State Of The Art
◽
Many Body
◽
The Many
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A new method in the many-body problem: II
Journal of Physics A General Physics
◽
10.1088/0305-4470/29/1/015
◽
1996
◽
Vol 29
(1)
◽
pp. 133-142
Author(s):
I V Krasovsky
◽
V I Peresada
Keyword(s):
Body Problem
◽
New Method
◽
Many Body
◽
The Many
Download Full-text
On the Problem of Communication among Scientists: Frontiers in Physics . A lecture and reprint series. David Pines, Ed. Problems in Quantum Theory of Many Particle Systems , L. van Hove, N. M. Hugenholtz, and L. P. Howland (259 pp.); The Many-Body Problem, David Pines, Ed. (469 pp.); S-Matrix Theory of Strong Interactions, Geoffrey F. Chew (192 pp.); The Theory of Fundamental Processes, R. P. Feynmann and H. T. Yura (182 pp.); Quantum Electrodynamics, R. P. Feynmann. Notes corrected by E. R. Huggins and Y. T. Yara (208 pp.); Nuclear Magnetic Relaxation, N. Bloembergen (187 pp.); The Mössbauer Effect, Hans Frauenfelder (350 pp.). Benjamin, New York, 1962. Paper, $3.95 each.
Science
◽
10.1126/science.137.3533.846.a
◽
1962
◽
Vol 137
(3533)
◽
pp. 846-846
Author(s):
Herman Feshbach
Keyword(s):
New York
◽
Quantum Electrodynamics
◽
Magnetic Relaxation
◽
Body Problem
◽
Matrix Theory
◽
Particle Systems
◽
Strong Interactions
◽
Many Body
◽
S Matrix
◽
The Many
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An Algebraic Framework for the Many-Body Problem
C0-Groups, Commutator Methods and Spectral Theory of N-Body Hamiltonians
◽
10.1007/978-3-0348-7762-6_8
◽
1996
◽
pp. 357-399
Author(s):
Werner O. Amrein
◽
Anne Boutet Monvel
◽
Vladimir Georgescu
Keyword(s):
Body Problem
◽
Many Body
◽
Algebraic Framework
◽
The Many
Download Full-text
The Many-Body Problem: The Culture of Science
Hollyweird Science: The Next Generation - Science and Fiction
◽
10.1007/978-3-319-54215-7_3
◽
2017
◽
pp. 51-87
Author(s):
Kevin R. Grazier
◽
Stephen Cass
Keyword(s):
Body Problem
◽
Many Body
◽
Culture Of Science
◽
The Many
Download Full-text
Methods in the Many-Body Problem
Qualitative Methods in Quantum Theory
◽
10.1201/9780429497940-5
◽
2018
◽
pp. 261-347
Author(s):
A. B. Migdal
Keyword(s):
Body Problem
◽
Many Body
◽
The Many
Download Full-text
Field-Theoretic Methods in the Many-Body Problem
Theory of Superconductivity
◽
10.1201/9780429495700-5
◽
2018
◽
pp. 103-136
Author(s):
J. R. Schrieffer
Keyword(s):
Body Problem
◽
Many Body
◽
The Many
Download Full-text
An Algebraic Framework for the Many-Body Problem
C0-Groups, Commutator Methods and Spectral Theory of N-Body Hamiltonians
◽
10.1007/978-3-0348-0733-3_8
◽
1996
◽
pp. 357-399
Author(s):
Werner O. Amrein
◽
Anne Boutet Monvel
◽
Vladimir Georgescu
Keyword(s):
Body Problem
◽
Many Body
◽
Algebraic Framework
◽
The Many
Download Full-text
Celestial mechanics - the many-body problem
Astronomy
◽
10.1201/9781420057034.ch14
◽
2003
◽
Keyword(s):
Celestial Mechanics
◽
Body Problem
◽
Many Body
◽
The Many
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Statistical approach to the domain of action of collective co-ordinates in the many body problem
Il Nuovo Cimento
◽
10.1007/bf02731613
◽
1957
◽
Vol 5
(5)
◽
pp. 1057-1073
◽
Cited By ~ 4
Author(s):
J. K. Percus
◽
G. J. Yevick
Keyword(s):
Body Problem
◽
Statistical Approach
◽
Many Body
◽
The Many
Download Full-text
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