TY  - BOOK
AU  - Valiente,Manuel
AU  - Zinner,Nikolaj Thomas
ED  - Institute of Physics (Great Britain),
TI  - Strongly interacting quantum systems
T2  - [IOP release $release]
SN  - 9780750330879
AV  - QC174.13 .V357 2023eb
PY  - 2023///]
CY  - Bristol [England] (Temple Circus, Temple Way, Bristol BS1 6HG, UK)
PB  - IOP Publishing
KW  - Quantum systems
KW  - Few-body problem
KW  - Quantum physics (quantum mechanics & quantum field theory)
KW  - bicssc
KW  - SCIENCE / Physics / Quantum Theory
KW  - bisacsh
N1  - "Version: 20230901"--Title page verso; Includes bibliographical references; 1. Fundamentals of quantum mechanics and scattering theory -- 1.1. Quantum mechanics -- 1.2. Non-relativistic scattering theory; 2. Modern scattering theory -- 2.1. Elastic scattering from finite size effects -- 2.2. Bound states -- 2.3. Resonances; 3. Effective field theory of interactions and renormalization -- 3.1. Low-energy interactions -- 3.2. Perturbative renormalization -- 3.3. Non-perturbative renormalization -- 3.4. Non-renormalisable theories; 4. Atoms, electrons and photons in structured media -- 4.1. Ultracold atoms -- 4.2. Electrons in solids -- 4.3. Photons in structured media : cavities; 5. Dimensional reduction of trapped interacting quantum systems -- 5.1. Collision theory in one dimension -- 5.2. Dimensional reduction from three to one dimension; 6. One- and two-body physics -- 6.1. One-body problems -- 6.2. Two-body problems; 7. Three-body physics -- 7.1. Faddeev equations -- 7.2. Efimov effect for non-identical particles -- 7.3. Exactly solvable three-body problems -- Appendix A. Useful formulae; Researchers and PhD students; Also available in print
N2  - This book presents a detailed account of the theory and methods to tackle systems of strongly interacting particles from a bottom-up approach, which has been largely developed in the past decade by the authors and other experts in the field. This begins with a full characterisation of strongly interacting few-particle systems, which can be dealt with accurately using a variety of analytical and numerical techniques. These non-perturbative solutions can be used to gain qualitative and quantitative insight into more complex problems, especially the many-body problem. The book gives a detailed overview of the relevant and current research literature in the field, and is a valuable tool for researchers and graduate students.Part of IOP Series in Quantum Technology
UR  - https://iopscience.iop.org/book/mono/978-0-7503-3087-9
ER  -