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245	0	0	_a40 Years of Berezinskii-Kosterlitz-Thouless theory _ced.: Jorge V. José
246	3	0	_afourty
246	3	3	_aForty years of Berezinskii-Kosterlitz-Thouless Theory
263			_aErscheint: 01. November 2012
264		1	_aNew Jersey [u.a.] _bWorld Scientific _c2013
300			_aXII, 351 S. _bIll., graph. Darst.
336			_aText _btxt _2rdacontent
337			_aohne Hilfsmittel zu benutzen _bn _2rdamedia
338			_aBand _bnc _2rdacarrier
500			_aLiteraturangaben
505	8	0	_tIntroduction and overview _rJ.V. JoséEarly work on defect driven phase transitions / J.M. Kosterlitz and D.J. Thouless
505	8	0	_tDuality, gauge symmetries, renormalization groups and the BKT transition _rJ.V. José
505	8	0	_tBerezinskii-Kosterlitz-Thouless transition through the eyes of duality _rG. Ortiz, E. Cobanera and Z. Nussinov
505	8	0	_tThe Berezinskii-Kosterlitz-Thouless transition in superconductors _rA.M. Goldman
505	8	0	_tBerezinskii-Kosterlitz-Thouless transition within the Sine-Gordon approach: the role of the vortex-core energy _rL. Benfatto, C. Castellani and T. Giamarchi
505	8	0	_tThe two-dimensional fully frustrated XY model _rS. Teitel
505	8	0	_tCharges and vortices in Josephson junction arrays _rR. Fazio and G. Schön
505	8	0	_tSuperinsulator-superconductor duality in two dimensions and Berezinskii-Kosterlitz-Thouless transition _rV.M. Vinokur and T.I. Baturina
505	8	0	_tBKT physics with two-dimensional atomic gases _rZ. Hadzibabic and J. Dalibard
505	8	0	_tVortex physics in the quantum hall bilayer _rH.A. Fertig and G. Murthy.
520			_aOn the 40th anniversary of the Berezinskii Kosterlitz Thouless Theory (BKT), this informative volume looks back at some of the developments and achievements and varied physics applications which ensued from the beautiful BKT vortex-unbinding seminal idea. During the last four decades, BKT theory, which is undeniably one of the most important developments in condensed matter and theoretical physics of the second half of the twentieth century, has expanded widely. It has been used and extended from many different theoretical and experimental perspectives. New and unexpected features have been uncovered from the BKT theory. Since its inception, apart from applications in condensed matter physics, the theory has been actively applied in other branches of physics, such as high energy physics, atomic physics, nuclear physics, statistical physics, nonlinear systems, etc. This makes the theory an indispensable topic for all who are involved in physics. An international team of experts, each of whom has left his mark on the developments of this remarkable theory and experimental applications, contribute both historical essays and more detailed current technical and experimental accounts to this volume. These articles highlight the new discoveries from the respective authors' perspectives. This unique volume celebrates the impact over four decades of the BKT theory on modern physics. In addition to the historical perspective provided by Kosterlitz and Thouless's overview, the volume provides a comprehensive description of experimental and theoretical applications and extensions of the BKT theory.--
583	1		_aArchivierung prüfen _c20240324 _fDE-4165 _z1 _2pdager
583	1		_aArchivierung/Langzeitarchivierung gewährleistet _c20240722 _fNI-LastCopies _zPotenzieller Alleinbesitz Niedersachsen _2pdager _5DE-89
650		0	_aCondensed matter
650		0	_aSolid state physics
650		0	_aNuclear physics
650		0	_aStatistical physics
653			_aCondensed matter
653			_aSolid state physics
653			_aNuclear physics
653			_aStatistical physics
655	7		_aAufsatzsammlung _9209726091
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689	0	2	_Az _2gnd _aGeschichte
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700	1		_aJosé, Jorge V. _d1949- _eHrsg. _0(DE-588)17324369X _0(DE-627)698162900 _0(DE-576)179465201 _4edt _96173
856	4	2	_uhttp://www.gbv.de/dms/tib-ub-hannover/728723581.pdf _mV:DE-601 _mB:DE-89 _qpdf/application _v2013-10-28 _yInhaltsverzeichnis _3Inhaltsverzeichnis
856	4	2	_uhttps://zbmath.org/?q=an:1272.82002 _mB:ZBM _v2021-04-12 _yZentralblatt MATH _3Inhaltstext
935			_iBlocktest
936	r	v	_aUG 3800 _bTheorie der Phasenübergänge _kPhysik _kThermodynamik, statistische Physik, Quantenstatistik _kTheorie der Phasenübergänge _0(DE-627)1271496933 _0(DE-625)rvk/145628: _0(DE-576)201496933
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