Horia Scutaru
Data
nasterii : 30 octombrie 1943
Membru al Academiei
Romane, Presedintele Sectiei de Stiinte Fizice
Educatie
| Absolvent al Facultatii de Fizica, Universitatea din Bucuresti, 1966 | |
| Doctor in Fizica, Institutul de Fizica Atomica, 1980 |
Pozitii de Cercetare
| Institutul de Fizica Atomica, 1966-2005 |
Membru in Academii si Asociatii Stiintifice
| Membru al Academiei Romane, 1993 |
Titluri si Premii
| Premiul Academiei Romane, 1984 |
Domenii de Cercetare
| Teoria Grupurilor si Fizica Matematica, | |
| Sisteme Cuantice Deschise, | |
| Informatie Cuantica si Optica Cuantica. |
Publicatii
In reviste cu referenti
| H. Scutaru, On the number of the Omnes trees, Rev. Roum. Phys. 14 (1969) 211-214. | |
| H. Scutaru, Jacobi coordinates for identical particle systems, Rev. Roum. Phys. 15 (1970) 257-260. | |
| I. Guiasu, M. Iosifescu, H. Scutaru, M. Cristu, Hartree-Fock calculations in light nuclei, Lettere al Nuovo Cimento 3 (1970) 279-284. | |
| M. Iosifescu, H. Scutaru, Hartree-Fock calculations for 4He in a non-orthogonal basis, Lettere al Nuovo Cimento 1 (1970) 817-822. | |
| I. Guiasu, H. Scutaru, The effect of the tensor forces on the 4He ground state, Rev. Roum. Phys. 17 (1972) 783-794. | |
| H. Scutaru, Coherent states and induced representations, I.etters in Math. Phys. 2 (1977) 101-107. | |
| H. Scutaru, Estimations of the entropy of a quantum states with the aid of covariant and contravariant symbols, Rep. Math. Phys. 15 (1979) 305-315. | |
| H. Scutaru, Some remarks on covariant completely positive linear maps, Rep. Math. Phys. 16 (1979) 79-87. | |
| M. Iosifescu, H. Scutaru, On six-dimensional canonical realisations of the so(4, 2) algebra, J. Math Phys. 21 (1980) 2033-2045. | |
| M. Iosifescu, H. Scutaru, Poisson bracket realizations of Lie algebras and subrepresentations of (adOk)s, J. Math. Phys. 25 (1984) 2856-2862. | |
| D.B. Ion, H. Scutaru, Reproducing kernel Hilbert spaces and optimal states description of hadron-hadron scattering, Int. J. Theor. Phys. 24 (1985) 355-366. | |
| M. Iosifescu, H. Scutaru, Holstein-PrimakofF realisations from quantum constraints, Physics Letters 109 A (1985) 433-435. | |
| A. Sandulescu, H. Scutaru, Damping of collective rnodes as open quanturn systems. JINR Rapid Commun. 10-85 (1985) 5-12. | |
| A. Săndulescu, W. Scheid and H. Scutaru, Open quantum systems of two coupled harmonic oscillators, JINR Rapid Communications 18-86 (1986) 37-48. | |
| M. Iosifescu, H. Scutaru, Boson realizations from quantum constraint, Journal of Mathematical Physics 27 (1986) 524-528. | |
| A. Sandulescu, H. Scutaru, Open quantum systems and the damping of collective modes in deep inelastic collisions, Annals of Physics, 173 (1987) 277-317. | |
| A. Sandulescu, W. Scheid, II. Scutaru, Open quantum system of two coupled harmonic oscillators for applications in deep inelastic heavy ion collisions, Journal of Physics A: Mathernatical and General, 20 (1987) 2121-2131. | |
| H. Scutaru, Classical realizations of YBZF algebras from classical realizations of Lie algebras, Journal of Physics A: Mathematical and General, 20 (1987) L1053-L1056. | |
| A. Isar, A. Sandulescu, H. Scutaru, Angular momentum as open quantum system. I. Schrodinger representation. Rev. Roum. Phys. 33 (1987) 1333-1350. | |
| A. Pop, A. Sandulescu, H. Scutaru and W. Greiner, Charge equilibration mode as an open quantum system. Zeitschrift fur Physik A - Atomic Nuclei 329 357-364. | |
| M. Iosifescu, H. Scutaru, Second-degree kinernatical constraints associated with dynamical symmetries, Journal of Mathematical Physics 29 (1988) 742-756. | |
| H. Scutaru, The integrity bases of universal enveloping algebras and the generalized exponents, Journal of Physics A: Mathematical and General 22 (1989) L191-L . | |
| H. Scutaru, The states with Gaussian Wigner functions are quasi-free states, Physics Letters A 141 (1989) 223-225. | |
| M. Iosifescu, H. Scutaru, Kronecker products, minuscule representations and polynomial identities, Journal of Mathematical Physics 31 (1990) 264-277. | |
| H. Scutaru, Uncertainty relations for wave functions, Journal of Physics A: Mathematical and General 23 (1990) L301-L303. | |
| A. Isar, A. Sandulescu, H. Scutaru and W. Scheid, Damping of angular momentum in an open quantum system within Lindblad theory, Il Nuovo Cimento 103 A (1990) 413-422. | |
| A. Isar, A. Sandulescu and H. Scutaru, Angular momentum as open quantum system. Rev. Roum. Phys. 36 (1991) 3-1.3. | |
| H. Scutaru, Quasi-free states and an unified treatement of the quanturn and thermal fluctuations, Physics Letters A 167 (1992) 326-330. | |
| A. Isar, A. Sandulescu, H.. Scutaru, E. Stefanescu and W. Scheid, Open quantum Systems, International Journal of' Modern Physics E 3 (1994) 635-714. | |
| H. Scutaru, Classical entropy of quasi-free states, Physics Letters A 200 (1995) 91-94. | |
| H. Scutaru, Lower bound for the mutual information of a quantum transmition channel, Physical Reviews Letters 75 (1995) 773-776. http://prola.aps.org/pdf/PRL/v75/i5/p773_1 | |
| Gh.-S. Paraoanu and H. Scutaru, Classical states via decoherence, Phys. Lett. A 238 (1998) 219-222, aud quant-ph/9802044. | |
| H. Scutaru, Fidelity for displaced thermal squeezed states and the oscillator semigroup, J. Phys. A: Math. Gen. 31 (1998) 3659-3663, and quant-ph/9708013. | |
| Gh.-S. Paraoanu and H. Scutaru, Bures distance between two displaced therrnal states, Phys.Rev. A 58 (1998) 869. quant-ph/899080. | |
| H. Scutaru, Transition probabilities between quasifree states, J. Math. Phys. 38 (1998) 6403 and quantph/9908061. | |
| Gh.-S. Paraoanu and H. Scutaru, Fidelity for multimode thermal squeezed stsates, Phys. Rev. A 61 (2000) 022306-1-022306-4; and quant-ph/990068, 1999. | |
| H. Scutaru, G2 : a simple formula for the zero weight multiplicity, Proc. Ro. Acad. A 1 (2000) 81-82. | |
| H. Scutaru, A selection rule for the zero weight of an irreducible representation of a semisimple Lie algebra, Proc. Ro. Acad. A 1 (2000) 173-176. | |
| Paulina Marian, T. Marian and H. Scutaru, Inseparability of mixed two-mode Gaussian states generated with a SU(1,1) interferometer, J. Phys. A : Math. Gen. 34 (2001) 1-12. | |
| M. Iosifescu and H. Scutaru, A classical analogue of the Hannabus-Kostant-Okubo operator, Proc. Ro. Acad. A 2 (2001) 91-94. | |
| H. Scutaru, On Lieb's conjecture, Romanian Journal of Physics 47 (2002) 189-197; math-ph/9909024, 1999. | |
| Paulina Marian, T. Marian and H. Scutaru, Quantifying nonclassicality of one-mode Gaussian states of the radiation field, Phys. Rev. Lett. 88 (2002) 153601-1 - 153601-4. | |
| H. Scutaru, On the separability of pure states of bipatite quantum systems, Proc. Ro. Acad A 4 (2003). | |
| Paulina Marian, T. Marian and H. Scutaru, Bures distance as measure of entanglement for two-mode squeezed thermal states, Phys. Rev. A 68 (2003) 062309-1-062309-10. | |
| M. Iosifescu and H. Scutaru, A classical limit, Proc. Ro. Acad. A 4 (2003) 29-36. | |
| H. Scutaru, On the separability of pure states of bipartite quantum systems, Proc. Ro. Acad. A 4 (2003). | |
| Paulina Marian, T. Marian and H. Scutaru, Distinguishability and nonclassicality of one-mode Gaussian states, Phys. Rev. A 69 (2004) 022014. | |
| H. Scutaru, Anew form of the characteristic equation of a density matrix, Proc. Ro. Acad. A 6 (2005) 212-218. | |
| H. Scutaru, Remarks on the Werner and Horodeckis states and other related topics, Proc. Ro. Acad. A 7 (2006) 000-000. |
Participari la Simpozioane si Conferinte
| A. Corciovei, H. Scutaru, Interactiunea intre fizica si matematica in secolul XX. Revista de Filosofie 29 (1982) 78-82. | |
| H. Scutaru, Coherent states and classical limit of algebraic quantum models, in Nuclear Collective Dynamics, Lectures of the 1982 International Summer School of Nuclear Physics, Eds. D. Bucurescu, V. Ceausescu and N. Zamfir, World Scientific Publishing Co., Singapore, 1983, 137-148. | |
| A. Corciovei, H. Scutaru, Connection between physics and mathematics in the twenthieth century, report presented at the l6th Congress of History of Sciences, Bucharest, 1981, Noesis 9 (1984) 69-77. | |
| M. Iosifescu, H. Scutaru, Polynomial identities satisfied by the realizations of Lie algebras, in Geometrodynamics Proceedings, pp. 173-190, ed. A. Prastaro, World Scientific Publishing Co., Singapore, 1985. | |
| M. Iosifescu, H. Scutaru, Representations which satisfy identities associated with tensor operators. Second-degree tensor operators which transforms under the representations 2A1 of so(2n, C) and A2 of sp(2n, C), Communications of the Joint Institute for Nuclear Research, Dubna, E4-85-525 (1985) 1-12. | |
| M. Iosifescu, H. Scutaru, Representations which satisfy identities associated with tensor operators. Second-degree tensor operators which transforms under the representations: A4, 2A2 of so(2n, C) and 4A1, 2A2 of sp(2n, C), Communications of the Joint Institute for Nuclear Research, Dubna, E4-85-526 (1985) 1-8. | |
| M. Iosifescu, H. Scutaru, Kronecker products which decompose into two irreducible representations, Commnications of the Joint Institute for Nuclear Research, Dubna, E4-85-527 (1985) 1-9. | |
| M. Iosifescu, H. Scutaru, Polynomial identities associated with dynamical symmetries, Proceedings of a Symposium on Conformal Groups and Related Symmetries, Clausthal, Germany, 1985; in Lecture Notes in Physics, 261 (1986) 48-62, Springer, 1986. | |
| M. Iosifescu, H. Scutaru, Degenerate representations from quantum kinematical constraints, Talk given on June 17, 1987, at the sixteenth International Colloquium on Group Theoretical Methods in Physics, held in Varna, Bulgaria. Lecture Notes in Physics, Vol. 313 (1988), pp. 230-237, Springer, 1988. | |
| H. Scutaru, Coherent states and uncertainty relations, in Quantum Field Theory, Quantum Mechanics and Quantum Optics, Pt.1; Symmetries and Algebraic Structures in Physics, Edited by V.V. Dodonov and V. I. Man'ko, 1991, Nova Science Publishers, Inc., Singapore, pp. 247-249. | |
| M. Iosifescu, H. Scutaru, Feingold's theorem and classical limit, International Colloquium Group Theoretical Methods in Physics, Salamanca, June 1992, Annales de Fisica, Monografias, Vols 1 and 2, pp. 355-358, M. A. del Olmo N. Santander and J. M. Guilarte Eds., Madrid, 1993. | |
| M. Iosifescu and H. Scutaru, Classical limits of tensorial identities satisfied by linear representations, Tensor, N. S. 54 (1993) 158-163 (appeared in 1997). | |
| Paulina Marian, T. Marian and H. Scutaru, Separability and classicality of states generated with an SU(1,1) interferometer, ICAP 2000, XVII International Conference on Atomic Physics, Florence, June 4-9, 2000. | |
| Paulina Marian, T. Marian and H. Scutaru, Entanglement and teleportation of Gaussian states of the radiation field, Proceedings of the National Conference of Theoretical Physics, Bucharest, 13-18 September, 2002, (www.theory.nipne.ro/ctp2002/proced/tudor.ps) and Romanian Journal of Physics 48 (2003) 727-742. |
Preprinturi Electronice
| H. Scutaru, On Lieb's conjecture, math-ph/9909024, 1999. | |
| H.Scutaru, Coherent states and uncertainty relations, math-ph/9909016, 1999. | |
| H. Scutaru, A new measure of the nonclassical distance, quant-ph/9908089, 1999 |
Lista lucrarilor in care rezultatele lui H. Scutaru sunt citate
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U. Cattaneo, On Mackey's imprimitivity theorem,
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J.P. Svenne, Fourteen years of self-consistent
field |
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D.P.L. Castrigiano and R. W. Heinrich, Systems
of |
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S. Twareque Ali, A geometrical property of
POV-measures |
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D.P.L. Castrigiano, Position operators as
integrals with |
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V.
I. Osledetz, Completely positive linear maps, |
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E.
Prugovecki, Stochasic Quantum Mechanics and Quantum |
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S.
Twareque Ali, Commutative systems of covariance and |
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M.
Grabowski, Wherl-Lieb's inequality for entropy and |
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A.S.
Holevo, Covariant measurements and imprimitivity |
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S.
Twareque Ali, Stochastic localization, quantum mechanics |
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S.
Twareque Ali, Harmonic analysis on phase space. |
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Twareque
Ali and E. Prugowecki, Mathematical problemsof stochastic quantum
mechanics:
harmonic analysis on phase space and quantum geometry, Acta Appl.
Math. 6 (1986) |
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V.V.
Dodonov and V. I. Man'ko, Evolution equations for |
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R.
Werner, Screen observables in relativistic and |
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A.
Amann, Group-related coherent states, Journal of |
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Jung
Sik Rno, Harmonic analysis on Euclidean group |
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A.S.
Holevo, On a generalization of canonical quantization, |
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P.
Kruzynski and W. M. Muynk,Compatibility of observables |
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A.
Amman, Integrable ergodic W*-systems, |
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L.L.
Sanchez-Soto and E. Bernabeu, Time evolution of |
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D.P.L.
Castrigiano, Kausale Verhalten Relativischer |
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A.
Jannussis and R. Mignani, Algebraic structure of |
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L.
Bates, Symmetry preserving deformations of Kepler |
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J.M.G.
Fell and R.S. Doran, Representations of *-algebras, |
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V.V.
Dodonov, V.I. Man'ko and O.V. Man'ko, Quantum |
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S.
Twareque Ali and J.P. Antoine, Coherent states of |
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E. D. Mshelia and Y. H. Ngadda, A simulation for energy-dissipation in nuclear-reactions, Journal Phys. G-Nuclear and Particle Phys. 15 (1989) 1281-1290. |
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R.F.
Werner, Dilations of symmetric operators shifted |
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M.
Couture and R.T. Sharp, A reply to Scutaru's letter |
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V.
Chari and A. Pressley, Fundamental representations of |
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W.
Greiner and A. Sandulescu,. |
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A. Isar W. Scheid and A. Sandulescu, Quasiprobability distributions for open quantum systems within Lindblad theory, J. Math. Phys. 32 (1991) 2128-2134. |
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A.S.
Holevo, Quantum probability and quantum statistics |
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J.
Kruger, Condition for a bivariate normal |
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A.
Sandulescu and W. Greiner, Cluster decays, Rep Prog. Phys. 55 (1992)
1423-1481. |
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N.V.
Antonenko, S.P. Ivanova, R.V. Jolos and W. Scheid, |
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M.R.
Gallis, Models for local Ohmic quantum dissipation, |
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J.
Twamley, Inconsistency between alternative approaches |
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T.
Iwai, A dynamical group SU(2,2) and its use in the |
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A. Isar, A. Sandulescu and W. Scheid, Density matrix for damped harmonic oscillator within the Lindblad theory, J. Math. Phys. 34 (1993) 3887-3900. |
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A.
Vourdas and R.F. Bishop, Thermal coherent states in the |
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S.
Twareque Ali, J.-P. Antoine, J.-P. Gazeau and |
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T.
Breuer, Classical Observables, Measurement, and |
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V.
Chari and A. Pressley, A Guide to Quantum Groups, |
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A. Isar, The hamonic oscillatorwith dissipation within the theory of open quantum systems, Helvetica Physica Acta 67 (1994) 436-449. |
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J. H. Hamilton, A. V. Ramaya, J. Kormicki, et al., Zero neutron emission in spontaneous fission of Cf-252 - a form of cluster radioactivity, Journal Phys. G-Nuclear and Particle Phys. 20 (1994) L85-L89. |
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T.
Breuer, Extension of covariant POV-measures in von |
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T.
Breuer, Covariant POV-measures for W*-dynamical |
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J. H. Hamilton, A. V. Ramaya, S. J. Zhu, et al., New insights from studies of spontaneous fission with large detector arrays, Progress in Particle and Nuclear Physics 35 (1995) 635-704. |
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J. H. Hamilton, G. M. TerAkopian, Y. T. Oganessian, et al., Structure of neutron-rich nuclei and neutron multiplicities in spontaneous fission, Phys. Rep.-Rev. Section of Phys. Lett. 264 (1996) 215-231. |
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C.
A. Fuchs, Distinguishability and Accessible Information |
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M.
R. Gallis, The energence of classicality via decoherence |
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A. Isar, A. Sandulescu and W. Scheid, Phase space representation for open quantum systems within the Lindblad theory, International J. Mod. Phys. B 10 (1996) 2767-2779. |
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C.
Tzanakis and A. P.Grecos, Generalized Moyal structures in phase |
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A.
Tameshtit and J. E. Sipe, Positive quantum Brownian |
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A.
Tameshtit, Relaxation, Coherence, and Chaos in |
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H.
J. W. Hall, Quantum information and correlation bounds, |
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R.
Karrlein and H. Grabert, Exact time evolution and master |
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S.
Gao, Dissipative quantum dynamics with Lindblad functional, |
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S. Stenholm, Quantum theory of linear friction, Brazilian Journal of Physics 27 (1977) 214-237. |
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R.
H. Cushman and L. M. Bates, GLOBAL ASPECTS OF |
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H.
M. Wiseman and W. J. Munro, Comment on "Dissipative quantum |
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S.
Gao, Gao Repllies, Phus. Rev. Lett. 80 (1998) 5703. |
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M.
Horodecki, Limits for compression of quantum information |
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G.
Lindblad, Brownian motion of quantum harmonic oscillators: |
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S.
Twareque Ali, A general theorem on square-integrability: |
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S.
Twqreque Ali, Systems of covariance in relativistic |
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G.
G. Adamian, N. V. Antonenko and W. Scheid, |
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V. Dodonov, Generation of
photons in a lossy and |
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J.
G. Peixoto de Faria and M. C. Nemes, |
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M.
Toller, |
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J.
Dittmann, The scalar curvature of the Bures metric |
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V.
V. Dodonov, O. V. Man'ko, V. I. Man'ko and A. W\"unsche, |
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Xiang-Bin
Wang, C. H. Oh and L. C. Kwek, |
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V.
V. Dodonov, |
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S. Gao, Lindblad approach to quantum dynamics of open systems, Phys. Rev. B 57 (1998) 4509-4517. |
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T.
Breuer, Quantization by systems of covariance in |
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A.
S. Holevo, Generalized imprimitivity systems and canonical |
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S.
Abe, Estimation of the thermal degree of freedom in thermo field |
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A. Pop, A. Andronic, I. Berceanu, et al., Dissipative procsses in light heavy ion collisions, Pramana- J. Phys. 53 (1999) 437-441. |
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N.
P. Landsman, MATHEMATICAL TOPICS BETWEEN CLASSICAL AND |
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A.
S. Holevo, Lectures on Statistical Structure of Quantum |
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N.
P. Landsman, Essay Review, Quantum Mechanics on Phase Space, |
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J.
Dittmann, On the curvature of monotone metrics and a |
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L.
C. Kwek, C. H. Oh, and Xiang-Bin Wang, Quantum Jeffreys prior |
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G.
G. Adamian, N. V. Antonenko and W. Scheid, Diffusion |
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S.
Gao, Dissipative quantum dynamics at surfaces: A nonlinear-coupling |
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M. Keyl and R. F. Werner, Optimal cloning of pure states, testing single clones, J. Math. Phys. 40 (1999) 3283-3299. |
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A. Isar, A. Sandulescu and W. Scheid, Purity and decoherence in the theory of damped harmonic oscillator, Phys. Rev. E 60 (1999) 6371-6381 |
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A. Isar, Uncertainty, entropy and decoherence of the damped harmonic oscillator in the Lindblad theory of open quantum systems, Fortschritte der Physik-Progress of Physics 47 (1999) 855-879. |
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G. G. Adamian, N. V. Antonenko and W. Scheid, Friction and diffusion coefficients in coordinates in nonequilibrium nuclear processes, Nuclear Phys. A 645 (1999) 376-398. |
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G. S. Paraoanu, Selection of squeezed states via decoherence, Europhysics Lett. 47 (1999) 279-284. |
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M. C. de Oliveira, S. S.
Mizrahi and V. V. Dodonov, Information transfer in the course of a
quantum interaction, J. Opt. B:
Quantum Semiclass Opt. |
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Z.
Haba, Decoherence in QED at finite temperature, |
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A. Isar, A. Sandulescu and W. Scheid, Dissipative tunneling through a parabolic potential in the Lindblad theory of open quantum systems , European Physical Journal D 12 (2000) 3-10. |
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B.
Vacchini, Completely positive quantum dissipation, |
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J. K. Boyd, Probability amplitude dynamics for two-level system, J. Math. Phys. 41 (2000) 4330-4364. |
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P. B.
Slater, Essentially all Gaussian two-party quantum states are a priori
nonclassical but classically correlated, J.
Opt. B: Quantum Semiclass Opt. |
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V.
V. Dodonov, S. S. Mizrahi and A. L. Souza Silva, |
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D.
A. Trifonov and S. G. Donev, Polarized distances between quantum |
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S.
Twareque Ali, J.-P. Antoine and J.-P. Gazeau, |
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G.
Giedke, Lu-Ming Duan, J. Ignatio Cirac, and P. Zoller, |
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F.
Benatti and R. Floreanini, Damped harmonic oscilators in tthe |
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W.
H. Zurek, Einselection and decoherence from an information |
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X. B. Wang, L. C. Kwek and
C. |
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Yu.
V. Palchikov, G. G. Adamian, N. V. Antonenko and W. Scheid, |
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T.
Iwai and T. Sunako, Dynamical and symmetry groups of the SU(2)
Kepler
problem, J. Geom. Phys. 33 (2000) 326-355. |
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X.-B.
Wang, L. C. Kwaek and C. H. Ho, Bures fidelity for diagonalizable |
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P. Marian and T. Marian, Environment-induced nonclassical behaviour, Europenn Phys. J. D 11 (2000) 257-265. |
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P. Marian and T. Marian, Evolution of
mixing during the
damping of a number state, J. Phys. A: Math. Gen. |
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S. Misicu, Quantum dissipation in cluster decay phenomena: I. Smoothly joined quadratic potentials, J. Phys. G- Nuclear and Particle Phys. 26 (2000) 1447-11459. |
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T. Feldmann, M. Cohen and B. L. Burrows, Coupled harmonic oscillator systems: An algebraic decoupling approach, J. Math. Phys. 41 (2000) 5897-5909. |
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B. L. Burrows and M. Cohen, Coupled N-dimensional harmonic oscillator systems, Molecular Phys. 98 (2000) 1083-1088. |
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A.
Cabello, Biblographic giude to the foundations of quantum |
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V.
V. Dodonov, Nonstationary Casimir effect and analytical solutions |
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V.
E. Tarasov, Quantization of non-Hamiltonian and dissipative systems, |
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G.
Giedke, L.-M. Duan, P. Zoller and I. Cirac, Distillability |
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G. Giedke, B. Kraus, L. M. Duan, et al., Separability and distillability of bipartite Gaussian states-the complete story, Fortschritte der Physik-Progress of Physik 49 (2001) 973-980. |
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S.
Gnutzmann and K. Zyczkowsky, Renyi-Wherl entropies as measures |
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S.
Mazzuchi, On the observables descibing a quantum reference frame, |
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B.
Vacchini, Translation-covariant Markovian master equation for |
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B.
Vacchini, Brownian motion: the quantum perspective, |
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B.
Vacchini, Test particle in a quantum gas, |
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H-P.
Breuer, B. Kappler and F. Petruccione, The time-convolutionless |
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K. Zyczkowski, Localization of eigenstates and mean Wherl entropy, Physica E 9 (2001) 583-590. |
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A.S.M.
de Castro, V. V. Dodonov,and S. S. Mizrahi, Quantum coupled oscillators
versus forced oscillator, J. Opt. B: Quantum Semiclass
Opt. |
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M. Fujii, Dcoherence of the field state in the single mode laser, RIKEN Review 29 (2000) 80-84. |
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T. Feldmann, M. Cohen and B. L. Burrows, Coupled harmonic oscillator systems: An elementary algebraic decouplimg approach, J. Math. Phys. 41 (2000) 5897-5909. |
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M. C. de Oliveira, N. G. Almeida, S. S. Mizrahi and M. H. Y. Moussa, Quantum to classical transition from the cosmic bacground radiation, Phys. Rev. A 62 (2000) 012108. |
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A. K. Chattan and M. O. Caceres, Quantum dissipation and phenomenological approach, Condensed Matter Physics XX (2000) 51-73. |
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B.
Vacchini, Quantum optical versus Brownian motion master-equation |
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B.
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