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_bA767129
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090 _a14114
099 _tOUVR
_zALEX27953
100 _a20140108h20132013k y0frey50 ba
101 0 _aeng
_2639-2
102 _aUS
105 _aa z 001yy
106 _ar
181 _6z01
_ctxt
_2rdacontent
181 1 _6z01
_ai#
_bxxxe##
182 _6z01
_cn
_2rdamedia
182 1 _6z01
_an
183 1 _6z01
_anga
_2RDAfrCarrier
200 1 _aQuantum Hall effects
_erecent theoretical and experimental develoments
_fZyun F. Ezawa
205 _a3rd edition
210 _aNew Jersey
_aLondon
_aSingapore [etc.]
_cWorld Scientific
_dcop. 2013
215 _a1 vol. (XXXV-891 p.)
_cill., couv.
_d26 cm
320 _aBibliographie p. 863-882. Index
330 _aLa 4e de couv. indique : "Enthusiasm for research on the quantum Hall effect (QHE) is unbounded. The QHE is one of the most fascinating and beautiful phenomena in all branches of physics. Tremendous theoretical and experimental developments are still being made in this sphere. Composite bosons, composite fermions and anyons were among distinguishing ideas in the original edition. In the 2nd edition, fantastic phenomena associated with the interlayer phase coherence in the bilayer system were extensively described. The microscopic theory of the QHE was formulated based on the noncommutative geometry. Furthermore, the unconventional QHE in graphene was reviewed, where the electron dynamics can be treated as relativistic Dirac fermions and even the supersymmetric quantum mechanics plays a key role. In this 3rd edition, all chapters are carefully reexamined and updated. A highlight is the new chapter on topological insulators. Indeed, the concept of topological insulator stems from the QHE. Other new topics are recent prominent experimental discoveries in the QHE, provided by the experimentalists themselves in Part V. This new edition presents an instructive and comprehensive overview of the QHE. It is also suitable for an introduction to quantum field theory with vividly described applications. Only knowledge of quantum mechanics is assumed. This book is ideal for students and researchers in condensed matter physics, particle physics, theoretical physics and mathematical physics."
359 2 _bQuantum field theory
_bMonolayer quantum Hall systems
_bBilayer quantum Hall systems
_bMicroscopic theory
_bRecent experimental developments
606 _aQuantum Hall effect
_2lc
606 _aQuantum field theory
_2lc
606 _303172177X
_aHall quantique, Effet
_2rameau
606 _302731569X
_aThéorie quantique
_2rameau
606 _3029480558
_aSupraconductivité
_2rameau
700 1 _3075675552
_aEzawa
_bZyun Francis
_f19..-....
_4070