Publications by Research Topic

Quantum states of light - squeezing

  • Amplifying squeezing light
    • J.A. Vaccaro and D.T. Pegg, "Squeezing of light by coherent attenuation", Optica Acta, 33, 1141-1147 (1986);
    • D.T. Pegg and J.A. Vaccaro, "Squeezing in the output of a high-gain atomic light amplifier", Optics Commun., 61, 317-320, (1987);
    • J.A. Vaccaro and D.T. Pegg, "Squeezed atomic light amplifiers", J. Mod. Optics, 34, 855-872 (1987).
  • Phase properties
    • J.A. Vaccaro and D.T. Pegg, "Phase properties of squeezed states of light", Optics Commun. 70, 529-534 (1989);
    • J.A. Vaccaro and D.T. Pegg, "Phase properties of optical linear-amplifiers", Phys. Rev. A, 49, 4985-4995 (1994);
    • J.A. Vaccaro and D.T. Pegg, "Nondiffusive phase dynamics from linear-amplifiers and attenuators in the weak-field regime", J. Mod. Optics 41, 1079-1086 (1994);
    • J.A. Vaccaro, S.M. Barnett and D.T. Pegg, "Phase fluctuations and squeezing", J. Mod. Optics 39, 603-614 (1992).

Pegg-Barnett Quantum Phase Operator

  • Minimum uncertainty states
    • J.A. Vaccaro and D.T. Pegg, "Physical number phase intelligent and minimum-uncertainty states of light", J. Mod. Optics 37, 17-29 (1990).
  • Generalized canonical observables
    • D.T. Pegg, J.A. Vaccaro and S.M. Barnett, "Quantum-optical phase and canonical conjugation", J. Mod. Optics 37, 1703 (1990).
  • Mathematical formalism
    • U. Leonhardt, J.A. Vaccaro, B. Bohmer and H. Paul, "Canonical and measured phase distributions", Phys. Rev. A 51, 84-95 (1995);
    • J.A. Vaccaro, "Phase operators on Hilbert-space", Phys. Rev. A 51, 3309-3317 (1995);
    • J.A. Vaccaro and R.F. Bonner, "Pegg-Barnett phase operators of infinite rank", Phys. Lett. A, 198, 167-174 (1995);
    • J.A. Vaccaro and Y. Benaryeh, "Antinormally ordering of phase operators and the algebra of weak limits", Optics Commun., 113, 427-432 (1995).
  • Wigner function for photon number and phase
    • J.A. Vaccaro and D.T. Pegg, "Wigner function for number and phase", Phys. Rev. A 41, 5156-5163 (1990);
    • J. Vaccaro, "Number-phase Wigner function on Fock space", Phys. Rev. A 52, 3474-3488 (1995);
    • J.A. Vaccaro, "New Wigner function for number and phase", Optics Commun. 113, 421-426 (1995).
  • General aspects of phase
    • J.A. Vaccaro and D.T. Pegg, "On measuring extremely small phase fluctuations", Optics Commun. 105, 335-340 (1994);
    • J.A. Vaccaro and D.T. Pegg, "Consistency of quantum descriptions of phase", Physica Scripta T48, 22-28 (1993);
    • J.A. Vaccaro and A. Orlowski, "Phase properties of Kerr media via variance and entropy as measures of uncertainty", Phys. Rev. A 51, 4172-4180 (1995);
    • A.R. Gonzalez, J.A. Vaccaro and S.M. Barnett, "Entropic uncertainty relations for canonically conjugate operators", Phys. Lett. A 205, 247-254 (1995).

Quantum nonlocality

  • Bell correlations and the Wigner function
    • U. Leonhardt and J.A. Vaccaro, "Bell correlations in phase-space - application to quantum optics", J. Mod. Optics, 42, 939-943 (1995).

Quantum state determination

  • Reconstructing the wave function
    • J.A. Vaccaro and S.M. Barnett, "Reconstructing the wave-function in quantum optics", J. Mod. Optics, 42, 2165-2171 (1995);
    • O. Steuernagel and J.A. Vaccaro, "Reconstructing the density operator via simple projectors", Phys. Rev. Lett. 75, 3201-3205 (1995) [arXiv:quant-ph/9510014].

Stochastic Schrödinger equations

  • From quantum jumps to quantum state diffusion
    • J.A. Vaccaro and D. Richards, "Stochastic Schrodinger equations for optical fields based on atom detection", Phys. Rev. A., 58 2690-2698 (1998).

Electromagnetically-induced transparency (EIT)

  • Transient EIT
    • H.X. Chen, A.V. Durrant,  J.P. Marangos, and J.A. Vaccaro, "Observation of transient electromagnetically induced transparency in a rubidium Lambda system", Phys. Rev. A 58 1545-1548 (1998);
    • S.R. de Echaniz, A.D. Greentree, A.V. Durrant, D.M. Segal, J.P. Marangos and J.A. Vaccaro, "Observation of transient gain without population inversion in a laser-cooled rubidium Lambda system", Phys. Rev. A 64 055801 (2001);
    • A.D. Greentree, T.B. Smith, S.R. de Echaniz, A.V. Durrant, J.P. Marangos, D.M. Segal and J.A. Vaccaro, "Resonant and off-resonant transients in electromagnetically induced transparency: Turn-on and turn-off dynamics", Phys. Rev. A 65, 053802 (2002) [arXiv:quant-ph/0109090].
  • Hyperfine sublevels in laser cooled samples
    • A.V. Durrant, H.X. Chen, S.A. Hopkins, and J.A. Vaccaro, "Zeeman-coherence-induced transparency and gain without inversion in laser-cooled rubidium", Optics Commun., 151, 135-146 (1998).
  • 4 and 5 level systems
    • A.D. Greentree, J.A. Vaccaro, S.R. de Echaniz, A.V. Durrant and J.P. Marangos, "Prospects for photon blockade in four-level systems in the N configuration with more than one atom",Journal of Optics B 2, 252-259 (2000) [ arXiv:quant-ph/0002091] ;
    • S.R. de Echaniz, A.D. Greentree, A.V. Durrant, D.M. Segal, J.P. Marangos and J.A. Vaccaro, "Observations of a doubly driven V system probed to a fourth level in laser-cooled rubidium", Phys Rev. A 64, 013812 (2001) [arXiv:quant-ph/0102098];
    • A.D. Greentree, D. Richards, J.A. Vaccaro, A.V. Durrant, S.R. de Echaniz, D.M. Segal and J.P. Marangos, "Intensity-dependent dispersion under conditions of electromagnetically induced transparency in coherently prepared multistate atoms", Phys Rev. A 67, 023818 (2002)  [ arXiv:quant-ph/0209067 ].
  • Vector model of EIT

Quantum Information Processing

Robust states of open quantum systems

  • Quantum state of Bose-Einstein condensates and atom lasers
    • S.M. Barnett, K. Burnett and J.A. Vaccaro, "Why a condensate can be thought of as having a definite phase", Journal of Research of the National Institute of Standards and Technology 101, 593 (1996);
    • H.M. Wiseman and J.A. Vaccaro, "Atom lasers, coherent states, and coherence. I. Physically realizable ensembles of pure states", Phys. Rev. A 65, 043605 (2002) [arXiv:quant-ph/9906125];
    • H.M. Wiseman and J.A. Vaccaro, "Atom lasers, coherent states, and coherence II. Maximally robust ensembles of pure states", Phys. Rev. A 65, 043606 (2002) [arXiv:quant-ph/0112145].
  • Robust states as the preferred ensemble
    • H.M. Wiseman and J.A. Vaccaro, "Maximally Robust Unravelings of Quantum Master Equations", Phys. Lett. A 250, 241-248 (1998) [arXiv:quant-ph/9709014];
    • H.M. Wiseman and J.A. Vaccaro, "Inequivalence of pure state ensembles for open quantum systems: The preferred ensembles are those that are physically realizable", Phys. Rev. Lett. 87, 240402 (2001) [arXiv:quant-ph/0112115].

Superselection Rules, Reference Systems and Entanglement

Particle-wave Duality and Complementarity

Foundations of Thermodynamics

Physical Nature of Time