Open Quantum Dynamics of Mesoscopic Bose-Einstein ... - Physics

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BIBLIOGRAPHY[57] Fetter, A. L. Vortex stability in a trapped Bose condensate. Journal of LowTemperature Physics 113, 3–4 (1998), 189–194.[58] Feynman, R. P. Simulating physics with computers. International Journal ofTheoretical Physics 21, 6–7 (1982), 467–489.[59] Fried, D. G., Killian, T. C., Willmann, L., huis, D. L., Moss, S. C., Kleppner,D., and Greytak, T. J. Bose-Einstein condensation of atomic hydrogen.Physical Review Letters 81, 18 (Nov. 1998), 3811–3814.[60] Gardiner, A. G. C. W., and Drummond, P. D. Positive P representation:Application and validity. Physical Review A 55, 4 (Apr. 1997), 3014–3032.[61] Gardiner, C. W. Handbook of stochastic methods for physics, chemistry, and thenatural sciences, vol.13ofSpringer series in synergetics. Springer-Verlag, Berlin,New York, 1983.[62] Gardiner, C. W. Quantum Noise. Springer, Berlin, 1991.[63] Gardiner,C.W.,Lee,M.D.,Ballagh,R.J.,Davis,M.J.,andZoller,P. Quantum kinetic theory of condensate growth: comparison of experiment andtheory. Physical Review Letters 81, 24 (Dec. 14 1999), 5266–5269.[64] Gardiner, C. W., and Zoller, P. Quantum kinetic theory: A quantum kineticmaster equation for condensation of a weakly interacting Bose gas without a trappingpotential. Physical Review A 55, 4 (Apr. 1997), 2902–2921.[65] Gardiner, C. W., and Zoller, P. Quantum kinetic theory. III. quantum kineticmaster equation for strongly condensed trapped systems. Physical Review A 58, 1(July 1998), 536–556.[66] Gardiner, C. W., Zoller, P., Ballagh, R. J., and Davis, M. J. Kinetics ofBose-Einstein condensation in a trap. Physical Review Letters 79, 10 (Sept. 8 1997),1793–1796.[67] Glauber, R. J. The quantum theory of optical coherence. Physical Review 130, 6(June 1963), 2529–2539.181
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Open Quantum Dynamics of Mesoscopic
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AcknowledgementsMy thanks must firs
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AbstractThe properties of an atomic
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CONTENTS4 Continuously monitored Bo
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List of Figures2.1 Two-mode approxi
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LIST OF FIGURES7.5 Angular momentum
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LIST OF ABBREVIATIONS AND SYMBOLSI{
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1. Condensation ‘without forces
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1. Condensation ‘without forces
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Chapter 2Properties of an atomic Bo
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2. Properties of an atomic Bose con
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3. Homodyne measurements on a Bose-
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Chapter 4Continuously monitored con
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4. Continuously monitored Bose cond
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Chapter 5Weak force detection using
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5. Weak force detection using a dou
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Part IIQuantum evolution of a Bose
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6. Quantum effects in optical fibre
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Page 131 and 132: 6. Quantum effects in optical fibre
Page 141 and 142: Chapter 7Quantum simulations of eva
Page 143 and 144: 7. Quantum simulations of evaporati
Page 171 and 172: A. Stochastic calculus in outlineco
Page 173 and 174: Appendix BQuasiprobability distribu
Page 175 and 176: B. Quasiprobability distributions u
Page 177 and 178: Bibliography[1] Agrawal, G. P. Nonl
Page 179 and 180: BIBLIOGRAPHY[22] Carter,S.J.Quantum
Page 181: BIBLIOGRAPHY[45] Drummond, P. D., C
Page 185 and 186: BIBLIOGRAPHY[92] Jaksch,D.,Gardiner
Page 187 and 188: BIBLIOGRAPHY[114] Marshall, R. J.,
Page 189 and 190: BIBLIOGRAPHY[135] Naraschewski, M.,
Page 191 and 192: BIBLIOGRAPHY[158] Shelby, R. M., Le
Page 193 and 194: BIBLIOGRAPHY[179] Wiseman, H. M. Qu
Page 195: . . . but this book is already too
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