Topology in condensed matter M. I. Monastyrsky (ed.)
Material type:
- Text
- ohne Hilfsmittel zu benutzen
- Band
- 3540234063
- 9783540234067
- 530.41
- 510
- 530
- 510
- UP 1300
- *74-06
- 54-06
- 82-06
- 00B25
- 33.06
- 33.61
- Archivierung/Langzeitarchivierung gewährleistet PEBW
- 2
Item type | Current library | Call number | Materials specified | Status | Date due | Barcode | |
---|---|---|---|---|---|---|---|
Buch | MPI CPfS | UP 1090 SPRI -150 (Browse shelf(Opens below)) | Available | 10004956 |
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UP 1090 SPRI -147 Electron scattering in solid matter a theoretical and computational treatise | UP 1090 SPRI -148 Physical acoustics in the solid state | UP 1090 SPRI -149 Solitary waves in dispersive complex media theory, simulation, applications | UP 1090 SPRI -150 Topology in condensed matter | UP 1090 SPRI -152 Magnetism from fundamentals to nanoscale dynamics ; with 325 figures and 39 tables | UP 1090 SPRI -152 +2 Magnetism from fundamentals to nanoscale dynamics ; with 325 figures and 39 tables | UP 1090 SPRI -153 Quantum chemistry of solids the LCAO first principles treatment of crystals ; with 126 tables |
Based on the talks and lectures given by the participants of the 3-month seminar program "Topology in condensed matter", which was held in the MPIPKS Dresden, 8 May - 31 July 2002
Literaturangaben
This book reports new results in condensed matter physics for which topological methods and ideas are important. It considers, on the one hand, recently discovered systems such as carbon nanocrystals and, on the other hand, new topological methods used to describe more traditional systems such as the Fermi surfaces of normal metals, liquid crystals and quasicrystals. The authors of the book are renowned specialists in their fields and present the results of ongoing research, some of it obtained only very recently and not yet published in monograph form. TOC:Introduction.- Phason Dynamics in Aperiodic Crystals.- Defects, Surface Anchoring and Three-Dimensional Director Fields in the Lamellar Structure of Cholesteric Liquid Crystals.- Topology, Quasiperiodic Functions and the Transport Phenomena.- Topology in the Electron Theory of Metals.- Topological Defects in Carbon Nanocrystals.- Physics from Topology and Structures.- Two and Three Qubits Geometry and Hopf Fibrations.- Hamiltonian Monodromy as Lattice Defect.- Topology of Glasses
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