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1801
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1802
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1803
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1804“…The book reviews several theoretical, mostly exactly solvable, models for selected systems in condensed states of matter, including the solid, liquid, and disordered states, and for systems of few or many bodies, both with boson, fermion, or anyon statistics. …”
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1805
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1806“…This brief book provides an overview of the gravitational orbital evolution of few-body systems, in particular those consisting of three bodies. …”
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1807
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1808
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1809“…Montgomery’s notes deal with a version of the planar Newtonian three-body equation. Namely, he investigates the problem of whether every free homotopy class is realized by a periodic geodesic. …”
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1810
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1811
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1812
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1813
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1814por Shuryak, Edward“…This book provides an essential introduction to the physics of quantum many-body systems, which are at the heart of atomic and nuclear physics, condensed matter, and particle physics. …”
Publicado 2019
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1815
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1816
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1817“…The authors study the restricted three-body problem using recent techniques coming from the theory of pseudo-holomorphic curves. …”
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1818“…This volume provides an introduction to many-body methods in electronic structure theory. It also offers an account of Brillouin-Wigner methodology as it has been developed in recent years to handle the multireference correlation problem.…”
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1819
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1820por Laurent, B., Marqués, F.M., Angulo, C., Ashwood, N.I., Borge, M.J.G., Bouchat, V., Catford, W.N., Clarke, N.M., Curtis, N., Freer, M., Hanappe, F., Kinnard, V., Labiche, M., Materna, T., McEwan, P., Nilsson, T., Ninane, A., Normand, G., Orr, N.A., Pain, S.D., Prokhorova, E., Stuttgé, L., Timis, C.Enlace del recurso
Publicado 2018
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