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Veröffentlichungen

 

der Arbeitsgruppe Audretsch aus dem Jahr

2001

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1967-1993

  • Multiple transitions in atom optics: intensity- and density-dependent effects by K. Krutitsky, K.-P. Marzlin and J. Audretsch, 17th international Conference on Coherent and Nonlinear Optics, Minsk, Proc. SPIE 4750, 74-84.
  • Local-field effect in atom optics of two-component Bose-Einstein condensates by K. Krutitsky, K.-P. Marzlin and J. Audretsch, in Laser Physics 11, No. 4, p. 449-454 (2001), e-print: quant-ph/0007087.
  • Elastic scattering and bound states in the Aharanov-Bohm potential superimposed by an attractive rho^{-2} potential by J. Audretsch, V. D. Skarzhinsky and B. L. Voronov, in J. Phys. A: Math. Gen. 34, 235-250 (2001), e-print: quant-ph/0004065.
  • A sequence of unsharp measurements enabling a real time visualization of a quantum oscillation by J. Audretsch, Th. Konrad and A. Scherer, Phys. Rev. A 63, 052102 (2001), e-print: quant-ph/0008026.
  • Collisional and Collapse Dynamics of a Twin Bose-Einstein Condensate with Negative Scattering Length by W. Zhang, K.- P. Marzlin, L. Tribe, L. and B. C. Sanders in "Directions in Quantum Optics: A Collection of Papers dedicated to the memory of Dan Walls",70-76, H. Carmichael, R. Glauber and M. Scully (eds.), Springer, Berlin 2001.
  • Decoherence of Atomic Gases in Largely Detuned Laser Fields by K.-P. Marzlin, Phys. Rev. A 64, 011405(R) (2001).
  • Singular potentials and absorption problem in Quantum mechanics by V. Skarzhinsky and J. Audretsch , in "Quantization, Gauge Theory and Strings", Proceedings of Int. Conference dedicated to the memory of Prof. Efim Fradkin; A. Semikhatov, V. Vasiliev and V. Zaikin (eds.), Vol. II, 388-396, Scientific World, Moscow 2001, e-print: quant-ph/0012004.
  • Approximate real time visualization of a Rabi transition by means of continuous fuzzy measurement by J. Audretsch, Th. Konrad and M. Mensky in Gen. Relativity and Gravitation, 33, 1165-1180 (2001), e-print: quant-ph/9907026.

Veröffentlichungen, die sich an einen breiteren Leserkreis wenden, finden sich in der Reihe Theologie und Naturwissenschaften und unter öffentliche Wissenschaft.