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Relativistic Density Functional For Nuclear Structure [Kõva köide]

Edited by (Peking Univ, China)
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This book aims to provide a detailed introduction to the state-of-the-art covariant density functional theory, which follows the Lorentz invariance from the very beginning and is able to describe nuclear many-body quantum systems microscopically and self-consistently. Covariant density functional theory was introduced in nuclear physics in the 1970s and has since been developed and used to describe the diversity of nuclear properties and phenomena with great success.In order to provide an advanced and updated textbook of covariant density functional theory for graduate students and nuclear physics researchers, this book summarizes the enormous amount of material that has accumulated in the field of covariant density functional theory over the last few decades as well as the latest developments in this area. Moreover, the book contains enough details for readers to follow the formalism and theoretical results, and provides exhaustive references to explore the research literature.
Preface v
1 Concept of covariant density functional theory
1(20)
P. Ring
2 Relativistic mean-field theory
21(62)
J. Meng
P. Ring
P. W. Zhao
3 Relativistic mean field description of exotic nuclei
83(60)
J. Meng
P. Ring
P. W. Zhao
S. G. Zhou
4 Relativistic Hartree-Fock-Bogoliubov theory: ground states and excitations
143(28)
W. H. Long
J. Meng
N. Van Giai
5 Superheavy nuclei and fission barriers
171(48)
B. N. Lu
J. Zhao
E. G. Zhao
S. G. Zhou
6 Relativistic symmetries in nuclear single-particle spectra
219(44)
J. Y. Guo
H. Z. Liang
J. Meng
S.-G. Zhou
7 Structure of hypernuclei in relativistic approaches
263(42)
K. Hagino
J. M. Yao
8 Rotating nuclei: from ground state to the extremes of spin and deformation
305(50)
A. V. Afanasjev
9 Novel rotational excitations
355(58)
J. Meng
S. Q. Zhang
P. W. Zhao
10 Small amplitude motion
413(56)
N. Paar
Y. Niu
11 Nuclear shell structure and response with quasiparticle-vibration coupling
469(48)
E. Litvinova
P. Ring
12 Beyond the relativistic mean-field approximation - collective correlations
517(44)
Z. P. Li
T. Niksic
D. Vretenar
J. M. Yao
13 Heavy elements in astrophysical nucleosynthesis
561(64)
B. H. Sun
Z. M. Niu
14 Relativistic density functional theory for finite nuclei and neutron stars
625(34)
J. Piekarewicz
15 Relativistic versus non-relativistic mean field
659
P.-G. Reinhard