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1. The three-body problem
by Valtonen, M. J. 1945- (Mauri J.) and Karttunen, Hannu
2006, ISBN 9780521852241, x, 345
How do three celestial bodies move under their mutual gravitational attraction? This problem has been studied by Isaac Newton and leading mathematicians over... 
Three-body problem | Mathematics
Book
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2. Periodic solutions of the N-body problem
by Meyer, Kenneth R and SpringerLink (Online service)
1999, Lecture notes in mathematics, ISBN 9783540666301, Volume 1719., ix, 144
The N-body problem is the classical prototype of a Hamiltonian system with a large symmetry group and many first integrals. These lecture notes are an... 
Hamiltonian systems | Many-body problem | Numerical solutions | Global Analysis and Analysis on Manifolds | Global analysis
Book
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3. The nuclear many-body problem
by Ring, Peter, 1941 and Schuck, Peter, 1940
1980, Texts and monographs in physics., xvii, 716
Problem of many bodies | Nuclear physics
Book
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4. N-body gravitational problem
: unrestricted solution
by Havel, K. (Karel)
2008, ISBN 9780968912058
Many-body problem | Gravitation | Celestial mechanics
Book
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5. The many-body problem
: a lecture note and reprint volume
by Pines, David, 1924
1962, [2d print. with corrections]. --, Frontiers in physics, xii, 457 p. illus.
Problem of many bodies
Book
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6. The three-body problem
by Marchal, Christian
1990, Studies in astronautics, ISBN 0444874402, Volume 4., xvi, 576
Three-body problem | Celestial mechanics
Book
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7. The many-body problem
: a lecture note and reprint volume
by Pines, David
1961, Volume 6., 457
Many-body problem
Book
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8. The many-body problem
: lecture notes. Christian Fronsdal, editor
by Fronsdal, Christian and International School of Physics. 1st, Bergen, Norway, 1961
1962, A Lecture note volume, 310
Problem of many bodies
Book
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9. Classical many-body problems amenable to exact treatments
: solvable and/or integrable and/or linearizable... in one-, two-, and three- dimensional space
by Calogero, Francesco, 1955
2001, Physics and astronomy online library, ISBN 3540417648, Volume m66, xviii, 749
Many-body problem
Book
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10. The many-body problem
: proceedings
by Cruz, Antonio, 1925 and Preist, T. W and Spain. Ministerio de Educación y Ciencia and Mallorca International School of Physics, Palma, Majorca, 1969
1969, 333
Problem of many bodies | Congresses
Book
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11. The Many-body problem
: an encyclopedia of exactly solved models in one dimension
by Mattis, Daniel Charles, 1932
1993, ISBN 9810214766, xxiii, 958
Many-body problem
Book
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12. Feynman diagram techniques in condensed matter physics
by Jishi, Radi A., 1955
2013, ISBN 9781107025172, Volume 9781107025172, xiv, 400 pages
"A concise introduction to Feynman diagram techniques, this book shows how they can be applied to the analysis of complex many-particle systems, and offers a... 
Many-body problem | Condensed matter | Feynman diagrams | SCIENCE / Physics | Physics
Book
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13. Capture dynamics and chaotic motions in celestial mechanics
: with applications to the construction of low energy transfers
by Belbruno, Edward, 1951
2004, ISBN 0691094802, xvii, 211
Many-body problem | Chaotic behavior in systems | Celestial mechanics
Book
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14. Many-body problems
by Brown, G. E
1972, ISBN 9780720402339, vi, 232
Many-body problem
Book
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15. N-body problems and models
by Greenspan, Donald
2004, ISBN 9789812387226, xi, 180
Molecules | Many-body problem | Mathematical models | Computer simulation
Book
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16. The many-body problem
by Parry, William Edward, Sir
1973, Oxford studies in physics., ISBN 0198514506, x, 217
Many-body problem
Book
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17. Full Text The Restricted Three-Body Problem and Holomorphic Curves
by Frauenfelder, Urs and van Koert, Otto
08/2018, 1st ed. 2018, Pathways in Mathematics, ISBN 9783319722771, 381
The book serves as an introduction to holomorphic curves in symplectic manifolds, focusing on the case of four-dimensional symplectizations and symplectic... 
Holomorphic functions
eBook
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18. Full Text Solving the quantum many-body problem with artificial neural networks
by Carleo, Giuseppe and Troyer, Matthias
Science, ISSN 0036-8075, 02/2017, Volume 355, Issue 6325, pp. 602 - 606
The challenge posed by the many-body problem in quantum physics originates from the difficulty of describing the nontrivial correlations encoded in the... 
MONTE-CARLO | MATRIX RENORMALIZATION-GROUP | GROUND-STATE | MULTIDISCIPLINARY SCIENCES | SPIN SYSTEMS | DYNAMICS | PRODUCT STATES | ENTANGLED PAIR STATES | Neural networks | Quantum theory | Research | Learning | Quantum chemistry | Artificial neural networks | Reinforcement | Models | Artificial intelligence | Many body problem | Complex systems | Physics | Machine learning | Tools | Ground state | Mathematical models | Wave functions | Complexity
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19. The Kondo problem to heavy fermions
by Hewson, A. C
1993, Cambridge studies in magnetism, ISBN 9780521363822, Volume 2., xxi, 436
The behaviour of magnetic impurities in metals has posed problems to challenge the condensed matter theorist over the past 30 years. This book deals with the... 
Anderson model | Kondo effect | Fermions | Fermi liquid theory
Book
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20. Quantum theory of the electron liquid
by Giuliani, Gabriele and Vignale, Giovanni
2005, ISBN 0521821126, Volume 9780521821124, xix, 777
Modern electronic devices and novel materials often derive their extraordinary properties from the intriguing, complex behavior of large numbers of electrons... 
Many-body problem | Fermi surfaces | Hartree-Fock approximation | Fermi liquid theory | Quantum field theory | Physics | Electron mobility | Quantum Hall effect
Book
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