PhD thesis in English

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$Edge excitations of paired fractional quantum Hall states$

Collaboration with other institutions• (May 2011) Visit to Condensed Matter Group, MPI-PKS, Dresden, Germany,host Dr. Masud Haque• (2009-2010) Several visits to Dr. Axel Pelster at the Free University of Berlin,University of Duisburg-Essen, and Potsdam University• (June-September 2005) Summer student at the Paul Drude Institute, Berlin,GermanyAttended workshops and conferences• March 2011 DPG-2011 Conference, Dresden, Germany• August 2010 Quo Vadis BEC? conference, MPI-PKS Dresden, Germany• July 2010 Many-Body Physics with Ultracold Gases, Les-Houches, France• September 2009 Arnold Sommerfeld Summer School on Condensed MatterPhysics with Ultracold Quantum Gases, LMU Munich, Germany• September 2009 PreDoc school on Ultracold Quantum Gases of Atoms andMolecules, Les-Houches, France• November 2008 Tutor at the ICTP/Democritos Advanced School in HighPerformance and GRID Computing, Trieste, Italy• October 2008 Quo Vadis BEC? conference, Bad Honnef, Germany• September 2007 Path Integrals – New Trends and Perspectives,PI07 Conference, Dresden, Germany• August 2007 V International Student Conference of the Balkan PhysicalUnion, Bodrum, Turkey• July 2007 QTS-5 Conference, Valladolid, Spain• March 2007 ICTP/Democritos Advanced School in High PerformanceComputing Tools for e-Science, Trieste, Italy159
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UNIVERSITY OF BELGRADEFACULTY OF PH
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Thesis advisor, Committee member:Dr
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lence for Computer Modeling of Comp
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dobijanje kondenzata odabrani su at
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Uticaj slabih interakcija na fenome
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Abstract of the doctoral dissertati
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highly accurate information on ener
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Keywords: cold quantum gases, Bose-
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CONTENTS3.4.2 Time-of-flight graphs
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NomenclatureRoman Symbolsagk BLMNn(
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Chapter 1Introduction1.1 ForewordTh
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ently explored to illustrate the ve
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Summations in the last expression c
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Figure 1.1: The hallmark of the Bos
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we discuss in some detail the exper
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In the first papers [3, 4], the TOF
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where a BG is the off-resonant scat
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system given by( ) ǫ Bog ⃗k =
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Having the efficient numerical meth
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Chapter 2Properties of quantum syst
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2. Diagonalization of Transition Am
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||2. Diagonalization of Transition
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magnetic field ⃗ B = 2M ⃗ Ω.3.
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3. Rotating ideal BECof the rotatio
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3. Rotating ideal BEC3.1 Numerical
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3. Rotating ideal BEC350300SC appro
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3. Rotating ideal BEC3.2 Finite num
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3. Rotating ideal BECN - N 03.0·10
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3. Rotating ideal BEC3.3 Global pro
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3. Rotating ideal BECever, it does
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3. Rotating ideal BECT c [nK]120110
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3. Rotating ideal BEC3.533210 3 κ
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3. Rotating ideal BECn(x, y)10·10
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3. Rotating ideal BECpancy numbers
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3. Rotating ideal BEC6·10 4 0 0.02
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Chapter 4Mean-field description of
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4. Mean-field description of an int
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Chapter 5Nonlinear BEC dynamics by
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5. BEC excitation by modulation of
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Page 155 and 156: Chapter 6SummarySince the first exp
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Page 163 and 164: Appendix B Time-dependent variation
Page 165 and 166: List of papers by Ivana VidanovićT
Page 167 and 168: References[1] S. N. Bose, Plancks g
Page 169 and 170: REFERENCES[21] W. Ketterle, D. S. D
Page 171 and 172: REFERENCES[45] A. Bogojević, A. Ba
Page 173 and 174: REFERENCES[70] M. R. Matthews, B. P
Page 175 and 176: REFERENCES[94] M.-O. Mewes, M. R. A
Page 177 and 178: REFERENCES[116] K. Staliunas, S. Lo
Page 179: CURRICULUM VITAE - Ivana Vidanović
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PhD thesis in English

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