A new approach to time reflection Bull.Acad.Polon.Sci.Cl.III 5, 805 (1957) On internal degrees of freedom of particles in quantum field theory Bull. Acad. Polon. Sci. Cl.III 5, 905 (1957) On the polarization and magnetic moment of spinor particles in quantum field theory Bull. Acad. Polon. Sci. Cl.III 5, 1119 (1957) Z. Bialynicka-Birula On operators characterizing the internal degrees of freedom of interacting fields Bull. Acad. Polon. Sci. Cl.III 5, 1123 (1957) Schwinger's functional without any anticommuting external sources Bull. Acad. Polon. Sci. Cl.III 5, 1127 (1957) On the internal degrees of freedom of particles in quantum field theory Acta Physica Polonica 17, 153 (1958) The field theory with Yukawa coupling in one dimension Nuovo Cimento 10, 1150 (1958) On the Lee model Bull. Acad. Polon. Sci. Cl.III 7, 77 (1959) Lee model and the local field theory Nuclear Physics 12, 309 (1959) On gauge properties of Green's functions Nuovo Cimento 17, 951 (1960) Finite value for the wave function renormalization constant in quantum electrodynamics Nuovo Cimento 17,122 (1960) New approach to perturbation theory in quantum electrodynamics Physical Review Letters 5, 584 (1961) http://www.cft.edu.pl/~birula/publ/NewApproach.pdf Finite perturbation theory in quantum electrodynamics Physical Review 122, 1942 (1961) http://www.cft.edu.pl/~birula/publ/FinitePert.pdf Convergence of the perturbation expansion in some models of the field theory Nuovo Cimento 22, 1039 (1961) W.M.Frank Convergence of the perturbation expansion in meson theories without the vacuum polarization Nuovo Cimento 23, 547 (1962) W.M.Frank On the gauge conditions in quantum electrodynamics Bull. Acad. Polon. Sci. Cl.III 10, 225 (1962) On the gauge covariance of quantum electrodynamics Journal of Mathematical Physics 3, 1094 (1962) http://www.cft.edu.pl/~birula/publ/GaugeCov.pdf On a renormalizable theory of vector mesons Bull. Acad. Polon. Sci. Cl.III 10, 309 (1962) Equations for the propagators in the gauge covariant formulation of quantum electrodynamics Bull. Acad. Polon. Sci. Cl.III 10, 381 (1962) Certain equivalence theorems in quantum field theory Bull. Acad. Polon. Sci. Cl.III 10, 385 (1962) Quantum electrodynamics without electromagnetic field Physical Review 130, 465 (1962) http://www.cft.edu.pl/~birula/publ/QEDWithout.pdf Gauge invariant variables in the Yang-Mills theory Bull. Acad. Polon. Sci. Cl.III 11, 135 (1963) http://www.cft.edu.pl/~birula/publ/GaugeInvYM.pdf Elementary particles and generalized statistics Nuclear Physics 49, 605 (1963) Functional methods in the Thirring model Bull. Acad. Polon. Sci. Cl.III 11, 479 (1963) J.Sniatycki S.Tatur Gauge covariant and gauge invariant Green functions. Connection between Zumino's and Mandelstam's formulations Bull. Acad. Polon. Sci. Cl.III 11, 483 (1964) On the electron propagator in the two-component formulation of quantum electrodynamics Bull. Acad. Polon. Sci. Cl.III 12, 231 (1964) Two-component formulation of quantum electrodynamics Proceedings of the Winter School in Theoretical Physics, Joint Institute for Nuclear Research,Dubna 1964, p.164 (in Russian) Commutation relations for the energy momentum tensor Nuovo Cimento 35, 697 (1965) Simplified renormalization theory in quantum electrodynamics Bull.Acad.Polon.Sci.Cl.III 13, 409 (1965) Simplified renormalization theory in mesodynamics Bull. Acad. Polon. Sci. Cl.III 13, 585 (1965) Theorem concerning gauge invariance in quantum electrodynamics Physical Review 155, 1414 (1967) http://www.cft.edu.pl/~birula/publ/ThmGaugeInv.pdf Current-field equal-time commutation relations Joint Institute for Nuclear Research, JINR preprint E2-3006, Dubna 1964 Nguen van Hieu Dynamics of the Ising chain Bull. Acad. Polon. Sci. Cl.III 15, 211 (1967) J. Piasecki Green's functions for the Ising chain Journal of Mathematical Physics 9, 1602 (1968) http://www.cft.edu.pl/~birula/publ/Ising.pdf J. Piasecki Gauge transformations in the S-matrix theory Physical Review 166, 1505 (1968) http://www.cft.edu.pl/~birula/publ/GaugeSMat.pdf Feynman diagrams in statistical physics Acta Universitatis Wratislaviensis, No.80, 9 (1968) Explicit solution of the continuous Baker-Campbell-Hausdorff problem and a new expression for the phase operator Annals of Physics 51, 187 (1969) B. Mielnik J. Plebanski Phase operator in the scattering theory Proceedings of the IX Cracow School of Theoretical Physics, Institute of Nuclear Research, Cracow 1969, vol.I, p.103 Perturbation expansions of field operators in quantum electrodynamics Acta Physica Polonica 36, 825 (1969) A. Bechler Gauge invariant canonical formalism Reports on Mathematical Physics 1, 83 (1970) Exactly soluble model of relativistic field theory Physical Review D1, 864 (1970) http://www.cft.edu.pl/~birula/publ/ExSolMod.pdf Nonlinear effects in quantum electrodynamics. Photon propagation and photon splitting in an external field Physical Review D2, 2341 (1970) http://www.cft.edu.pl/~birula/publ/NonlEffects.pdf Z. Bialynicka-Birula Renormalization, diagrams and gauge invariance Physical Review D2, 2877 (1970) http://www.cft.edu.pl/~birula/publ/RenDiagGI.pdf Classical electrodynamics in two dimensions: Exact solution Physical Review D3, 864 (1971) http://www.cft.edu.pl/~birula/publ/ClassED2D.pdf Solutions of the equations of motion in classical and quantum theories Annals of Physics 67, 252 (1971) Magnetic monopoles in the hydrodynamic formulation of quantum mechanics Physical Review D3, 2410 (1971) http://www.cft.edu.pl/~birula/publ/MagMon.pdf Z. Bialynicka-Birula Relativistic quantum mechanics of dyons. Exact solution Physical Review D3, 2413 (1971) http://www.cft.edu.pl/~birula/publ/Dyons.pdf Semiclassical model of high energy scattering Acta Physica Polonica B3, 163 (1972) A. Bechler Completeness of evanescent waves Physical Review D5, 485 (1972) http://www.cft.edu.pl/~birula/publ/ComplEvWaves.pdf J. Brojan On the classical theory of relativistic point-like particles Archiv for Det Fysiske Seminar i Trondheim, No.8 (1972) Canonical formulation of relativistic hydrodynamics Reports in Mathematical Physics 4, 139 (1973) Z. Iwinski Quantum electrodynamics of intense photon beams Physical Review A8, 3146 (1973) http://www.cft.edu.pl/~birula/publ/IntPhBeams.pdf Z. Bialynicka-Birula Comment on an exactly soluble model of relativistic field theory Physical Review D7, 1928 (1973) http://www.cft.edu.pl/~birula/publ/CommExSln.pdf O.W.Greenberg J.C.Sandusky Wave equations with logarithmic nonlinearities Bull.Acad.Polon.Sci.Cl.III 23, 461 (1975) J. Mycielski Uncertainty relations for information entropy Communications in Mathematical Physics 44, 129 (1975) http://www.cft.edu.pl/~birula/publ/Uncertainty.pdf J. Mycielski Nonlinear wave mechanics Annals of Physics 100, 62 (1976) http://www.cft.edu.pl/~birula/publ/Nonlinear.pdf J. Mycielski Charge conservation and gauge invariance Mathematical Physics and Physical Mathematics, Eds. K.Maurin and R.Raczka, Reidel, Dordrecht 1976, p.39 http://www.cft.edu.pl/~birula/publ/Nonlinear.pdf Quantum electrodynamics of intense photon beams. New approximation method Physical Review A14, 1101 (1976) http://www.cft.edu.pl/~birula/publ/QEDIntense.pdf Z. Bialynicka-Birula Nonperturbative calculation of the Bloch-Siegert shift Lettere al Nuovo Cimento 15, 627 (1976) Z. Bialynicka-Birula Triple optical resonance Physical Review A16, 1318 (1977) http://www.cft.edu.pl/~birula/publ/TrippleRes.pdf Z. Bialynicka-Birula Classical limit of quantum electrodynamics Acta Physica Austriaca, Suppl. 18, 111 (1977) Coherent dynamics of N-level atoms and molecules. I.Numerical experiments Physical Review A16, 2038 (1977) http://www.cft.edu.pl/~birula/publ/CohDyn1.pdf J.H.Eberly B.Shore Z. Bialynicka-Birula Coherent dynamics of N-level atoms and molecules. II. Analytic solutions Physical Review A16, 2048 (1977) http://www.cft.edu.pl/~birula/publ/CohDyn2.pdf Z. Bialynicka-Birula J.H.Eberly B.Shore Nonlinear wave mechanics Proceedings of the III School of Elementary Particles and High Energy Physics, Institute of Nuclear Research and Nuclear Energy, Sofia 1977, p.178. Collisions of Gaussons Acta Physica Polonica B9, 759 (1978) http://www.cft.edu.pl/~birula/publ/CollGauss.pdf J. Oficjalski New algorithm for numerical calculation of energies of N-level systems interacting with quantized electromagnetic field Bull.Acad.Polon.Sci.Cl.III 26, 1051 (1978) Cao Long Van No-go theorem concerning the superradiant transition in atomic systems Physical Review A19, 301 (1979) http://www.cft.edu.pl/~birula/publ/NoGo.pdf K. Rzazewski On the stability of solitons Nonlinear Problems in Theoretical Physics, Lecture Notes in Physics 98, Springer, Berlin 1979, p.16 http://www.cft.edu.pl/~birula/publ/StabSolit.pdf Gaussons: Solitons of the Logarithmic Schroedinger equation Physica Scripta 20, 539 (1979) J. Mycielski Quantization of gauge theories Bull.Acad.Polon.Sci.Cl.III 27, 249 (1979) Phase representation of intense photon beams and its applications Foundations of Radiation Theory and Quantum Electrodynamics, Ed. A.O.Barut, Plenum, New York 1980, p.119 On the phase representation Quantum Optics, Proceedings of the Summer School on Quantum Optics, Institute of Physics, University of Gdansk, Gdansk 1980, p.28 Energy levels of dressed atoms and resonance phenomena Acta Physica Polonica A57, 599 (1980) http://www.cft.edu.pl/~birula/publ/BBCao.pdf Cao Long Van A note on helicity Journal of Mathematical Physics 22, 2530 (1981) E.T.Newman J.Porter J.Winicour Z.Perjes A.Sebestyen Nonlinear electrodynamics: Variations on a theme by Born and Infeld Quantum Theory of Particles and Fields, Eds. B.Jancewicz and J.Lukierski, World Scientific, Singapore 1983, p.31. http://www.cft.edu.pl/~birula/publ/VarBI.pdf The Hamiltonian of quantum electrodynamics Quantum Electrodynamics and Quantum Optics, Ed. A.O.Barut, Plenum, New York 1984, p.41 http://www.cft.edu.pl/~birula/publ/.pdf Classical model of the electron. Exactly soluble model Physical Review D28, 2114 (1983) http://www.cft.edu.pl/~birula/publ/ClassModEl.pdf Comment on the quantization in the temporal gauge Physical Review D29, 3000 (1984) http://www.cft.edu.pl/~birula/publ/CommTempGauge.pdf P. Kurzepa Entropic uncertainty relations Physics Letters 103A, 253 (1984) http://www.cft.edu.pl/~birula/publ/Uncertainty84.pdf Gauge-independent canonical formulation of relativistic plasma theory Physica 128A, 509 (1984) J.C.Hubbard L.A.Turski Entropic uncertainty relations in quantum mechanics Quantum Probability and Applications II, Eds. L.Accardi and W.von Waldenfels, Lecture Notes in Mathematics 1136, Springer, Berlin 1985 http://www.cft.edu.pl/~birula/publ/entropic.tex Solutions of Vlasov-Maxwell equations for magnetically confined cold plasma Physica A 133, 228 (1985) Z. Bialynicka-Birula Entropic uncertainty relations for angular distributions Physics Letters 108A, 384 (1985) http://www.cft.edu.pl/~birula/publ/Uncertainty85.pdf J.L.Madajczyk Exact solutions of nonrelativistic classical and quantum field theory with harmonic forces Letters in Mathematical Physics 10, 189 (1985) Dynamical treatment of constraints in gauge theories: Integration over all potentials Spontaneous Symmetry Breakdown and Related Subjects, Eds. L.Michel, J.Mozrzymas and A.Pekalski, World Scientific, Singapore 1985, p.399 Transition amplitudes versus transition probabilities and a reduplication of space-ime Quantum Concepts in Space and Time, Eds. R.Penrose and C.J.Isham, Clarendon Press, Oxford 1986, p.226 Model studies of collective atomic excitations by intense laser fields Physical Review A33, 1671 (1986) http://www.cft.edu.pl/~birula/publ/ModStud.pdf Z. Bialynicka-Birula Beyond the coherent states: Gaussons of the electromagnetic field Coherence, Cooperation and Fluctuations, Eds. F.Haake, L.M.Narducci and D.F.Walls, Cambridge University Press, Cambridge 1986, p.159 Comment on "Quantum electrodynamics based on self-energy" Physical Review A34, 3500 (1986) http://www.cft.edu.pl/~birula/publ/CommBarut.pdf Breaking of gauge symmetry by external sources and integration over all potentials Quantum Field Theory and Quantum Statistics, Eds. I.A.Batalin, C.J.Isham and G.A.Vilkovisky, Adam Hilger, Bristol 1987, p.565 J.Przeszowski Collective excitations of electrons by an intense wave in a magnetic field Journal of the Optical Society of America B3, 1311 (1986) http://www.cft.edu.pl/~birula/publ/CollExc.pdf Z. Bialynicka-Birula Berry's phase in the relativistic theory of spinning particles Physical Review D35, 2383 (1987) http://www.cft.edu.pl/~birula/publ/BerryPhase.pdf Z. Bialynicka-Birula Space-time description of squeezing Journal of the Optical Society of America B4, 16, (1987) http://www.cft.edu.pl/~birula/publ/STSqueezing.pdf Z. Bialynicka-Birula Squeezed states of light and sound Physics of Phonons, Ed. T.Paszkiewicz, Lecture Notes in Physics Vol.285, Springer, Berlin 1987, p.226 Nonlinear structure of the electromagnetic vacuum Physica Scripta T121, 22, (1988) http://www.cft.edu.pl/~birula/publ/NonlStrct.pdf Does measurement reverse the direction of intrinsic time? Physica B151, 302 (1988) Can perturbative field theory be made finite? Functional Integration, Geometry and Strings, Proceedings of the XXV Karpacz Winter School of Theoretical Physics, Eds. Z.Haba and J.Sobczyk, Birkhauser, Basel 1989 Angular correlations of bosons and fermions Coherence and Quantum Optics VI, Eds. J.H.Eberly, L.Mandel and E.Wolf, Plenum, New York 1989, p.99 Z. Bialynicka-Birula Time evolution of angular photon correlations Acta Physica Polonica A78, 67 (1990) Z. Bialynicka-Birula Angular correlations of photons Physical Review A42, 2829 (1990) http://www.cft.edu.pl/~birula/publ/AngCorr.pdf Z. Bialynicka-Birula Spatial antibunching of photons Physical Review A43, 3696 (1991) http://www.cft.edu.pl/~birula/publ/SpBunch.pdf Z. Bialynicka-Birula G.M.Salamone Phase-space structure of the Dirac vacuum Physical Review D44, 1825 (1991) http://www.cft.edu.pl/~birula/publ/DirWig.pdf J.Rafelski P.Gornicki Quantum Mechanics as a Generalization of Nambu Dynamics to the Weyl-Wigner representation Physics Letters A 158, 453 (1991) http://www.cft.edu.pl/~birula/publ/quantumm.tex P.J.Morrison Field theory of photon dust Acta Physica Polonica B 23, 553 (1992) http://www.cft.edu.pl/~birula/publ/PhotDust.pdf Wigner function of relativistic spin-1/2 particles Physical Review A46, 645 (1992) http://www.cft.edu.pl/~birula/publ/wig_one_half.pdf G. R. Shin J.Rafelski Evolution modes of the vacuum Wigner function in strong-field QED Physics Letters B 311, 329 (1993) http://www.cft.edu.pl/~birula/publ/evol_mod.pdf E.D.Davis J.Rafelski Simple relativistic model of a finite-size particle Physics Letters A 182, 346 (1993) http://www.cft.edu.pl/~birula/publ/SimpleModel.pdf Various measures of quantum phase uncertainty: A comparative study Physica Scripta T48, 113 (1993) http://www.cft.edu.pl/~birula/publ/various.tex M.Freyberger W.Schleich On the wave function of the photon Acta Physica Polonica A 86, 97 (1994) http://www.cft.edu.pl/~birula/publ/APPPwf.pdf Is time sharp or diffused? Physical Origins of Time Asymmetry, Eds. J. J. Halliwell, J. Peres-Mercader, and W. H. Zurek, Cambridge University Press 1994 http://www.cft.edu.pl/~birula/publ/istime.pdf Weyl, Dirac, and Maxwell equations on a lattice as unitary cellular automata Physical Review D 49, 6920 (1994) http://www.cft.edu.pl/~birula/publ/lattice.pdf Reconstruction of the wave function from the photon number and quantum phase distributions Journal of Modern Optics 41, 2203 (1994) http://www.cft.edu.pl/~birula/publ/reconstr.pdf Z. Bialynicka-Birula Lagrange equilibrium points in celestial mechanics and nonspreading wave packets for strongly driven Rydberg electrons Physical Review Letters 73, 1777 (1994) http://www.cft.edu.pl/~birula/publ/Lagrange.pdf M. Kalinski J.H. Eberly On the measurability of quantum phase distribution Journal of Applied Physics B 60, 275 (1995) http://www.cft.edu.pl/~birula/publ/measure.pdf Z. Bialynicka-Birula Dynamical localization: Classical vs quantum oscillations in momentum spread of cold atoms Physical Review Letters 74, 3959 (1995) http://www.cft.edu.pl/~birula/publ/DynLoc.pdf P.J. Bardroff D.D.Kraehmer G.Kurizki E.Mayr P.Stifter W.P.Schleich Reply to Comment by Farrelly, Lee, and Uzer Physical Review Letters 75, 973 (1995) http://www.cft.edu.pl/~birula/publ/Reply2FU.pdf Numerical observation of stable field-supported Rydberg wave packets Phys. Rev. A 52, 2460 (1995) http://www.cft.edu.pl/~birula/publ/NumTroj.pdf M.Kalinski J.H.Eberly Hydrodynamic form of the Weyl equation Acta Physica Polonica B 26, 1201 (1995) http://www.cft.edu.pl/~birula/publ/hydrowl.pdf Finite nonperturbative solutions of Dyson-Schwinger equations in QED in the infrared domain Physical Review D 52, 2439 (1995) http://www.cft.edu.pl/~birula/publ/FiniteQED.pdf T. Radozycki The photon wave function Coherence and Quantum Optics VII, Eds. J.H.Eberly, L.Mandel, and E.Wolf., Plenum, New York, 1996, p. 313 http://www.cft.edu.pl/~birula/publ/CQO7.pdf Triumphs and failures of quantum electrodynamics Acta Physica Polonica B 27, 2403 (1996) http://www.cft.edu.pl/~birula/publ/triumphs.tex Photon wave function Progress in Optics, Vol. 36, Ed. E. Wolf, Elsevier, Amsterdam, 1996 http://www.cft.edu.pl/~birula/publ/pwf_pio.pdf Nonspreading wave packets of Rydberg electrons in molecules with dipole moments Physical Review Letters 77, 4298 (1996) http://www.cft.edu.pl/~birula/publ/NSprWPac.pdf Z. Bialynicka-Birula Hydrodynamics of relativistic probability flows Nonlinear Dynamics, Chaotic and Complex Systems, Eds. E. Infeld, R.Zelazny, and A.Galkowski, p. 64, Cambridge University Press, Cambridge, 1997 http://www.cft.edu.pl/~birula/publ/hydrorel.pdf Quantum mechanics as a generalization of Nambu dynamics to the Weyl-Wigner formalism Zeitschrift fuer Naturforschung 52a, 9 (1997) http://www.cft.edu.pl/~birula/publ/quantumm.tex P.J.Morrison Rotational frequency shift Physical Review Letters 78, 2539 (1997) http://www.cft.edu.pl/~birula/publ/RFS.pdf Z. Bialynicka-Birula Radiative decay of Trojan wave packets Physical Review A 56, 3623 (1997) http://www.cft.edu.pl/~birula/publ/RadTroj.pdf Z. Bialynicka-Birula Quantum Carpets made simple Acta physica slovaca 48, 323 (1998) http://www.cft.edu.pl/~birula/publ/carpets_simple.ps I.Marzoli F.Saif O.M.Friesch A.E.Kaplan W.P.Schleich Exponential localization of photons Physical Review Letters 80, 5247 (1998) http://www.cft.edu.pl/~birula/publ/ExpLoc.pdf Propagation of squeezing of the electromagnetic field Frontier Tests of QED and Physics of the Vacuum, Eds. E.Zavattini, D.Bakalov, and C.Rizzo, Heron Press, Sofia, 1998, p.377 http://www.cft.edu.pl/~birula/publ/PropSq.pdf Nonstandard introduction to squeezing of the electromagnetic field Acta Physica Polonica B 29, 3569 (1998) http://www.cft.edu.pl/~birula/publ/nonstand.tex The Fermi accelerator in atom optics Physical Review A 58, 4779 (1998) http://www.cft.edu.pl/~birula/publ/FermiAc.pdf F.Saif M.Fortunato W.Schleich The particle in the box: Intermode traces of the propagator Nonlinear Dynamics and Computational Physics, Ed. V. B. Sheorey, Narosa Publishing House, New Delhi 1999, p. 135 http://www.cft.edu.pl/~birula/publ/part_box.tex I.Marzoli O.M.Friesch A.E.Kaplan W.P.Schleich Born-Infeld nonlinear electrodynamics Acta Physica Polonica B 30, 2875 (1999) http://www.cft.edu.pl/~birula/publ/BornInf.ps Motion of vortex lines in quantum mechanics Physical Review A 61, 032110 (2000) http://www.cft.edu.pl/~birula/publ/MotVortex.pdf Z. Bialynicka-Birula C. Sliwa The Wigner functional of the electromagnetic field Optics Communications 179, 237 (2000) http://www.cft.edu.pl/~birula/publ/Scully.pdf Time evolution of quantum fractals Phys. Rev. Lett. 85, 5022 (2000) http://www.cft.edu.pl/~birula/publ/QFrac.pdf D. Wojcik K. Zyczkowski Squeezing of electromagnetic field in a cavity by electrons in Trojan states Phys. Rev. A 63, 013811 (2001) http://www.cft.edu.pl/~birula/publ/TrojCav.pdf P. Kochanski Z. Bialynicka-Birula Canonical quantization and the relativistic wave equations Quantization, Gauge Theory, and Strings, Vol. II, Eds. A. Semikhatov, M. Vasiliev, and V. Zaikin, Scientific World, 2001, p. 9 http://www.cft.edu.pl/~birula/publ/conformal.tex Lessons on time and on causality from quantum field theory Time's Arrows, Quantum Measurement and Superluminal Behavior, Conference Proceedings, Napoli 2000, Istituto Italiano per gli Studi Filosofici, Napoli 2001 http://www.cft.edu.pl/~birula/publ/naples_pap.tex Vortex lines in motion Acta Phys. Polon. 100, 29 (2001) (Supplement) http://www.cft.edu.pl/~birula/publ/APPVortex.ps T. Mloduchowski T. Radozycki C. Sliwa Motion of vortex lines in a model of nonlinear wave mechanics Phys. Rev. A 65, 014101 (2002) http://www.cft.edu.pl/~birula/publ/VortNonl.pdf Z. Bialynicka-Birula Quantum ficticious forces Fortschr. Phys. 50, 5 (2002) http://www.cft.edu.pl/~birula/publ/QFF.pdf M. A. Cirone J. P. Dahl T. H. Seligman F. Straub W. P. Schleich Attractive and repulsive quantum forces from dimensionality of space J. of Optics B 4, S393 (2002) http://www.cft.edu.pl/~birula/publ/AttrRep.pdf M. A. Cirone J. P. Dahl R. F. O'Connell W. P. Schleich In- and outbound spreading of a free-particle s-wave Phys. Rev. Lett. 89, 060404 (2002) http://www.cft.edu.pl/~birula/publ/InOut.pdf M. A. Cirone J. P. Dahl M. Fedorov W. P. Schleich Motion of the center of mass in many-body theory of BEC Phys. Rev. A 65, 063606 (2002) http://www.cft.edu.pl/~birula/publ/CMMotion.pdf Z. Bialynicka-Birula Canonical quantization, twistors, and relativistic wave equations J. Mod. Opt. 49, 1957 (2002) http://www.cft.edu.pl/~birula/publ/TwistorsJMO.pdf Vortex lines of the electromagnetic field Phys. Rev. A 67, 062114 (2003) http://www.cft.edu.pl/~birula/publ/VortEM.pdf Z. Bialynicka-Birula The structure of the vacuum and the photon number Decoherence and Entropy in Complex Systems, T.-H. Elze (ed.), Lect. Notes. Phys. 633, Springer, Berlin, 2004, p. 287 http://www.cft.edu.pl/~birula/publ/PhotNum.pdf Vortex lines of the electromagnetic field riding atop null solutions of Maxwell equations J. of Optics A: Pure Appl. Opt. 6, S181 (2004) http://www.cft.edu.pl/~birula/publ/Kiev.pdf Solutions of the logarithmic Schroedinger equation in a rotating harmonic trap Nonlinear Waves: Classical and Quantum Aspects, F. Kh. Abdullaev and V. V. Konotop (eds.), Kluver, Amsterdam, 2004, p. 99 http://www.cft.edu.pl/~birula/publ/Estoril.pdf T. Sowinski Particle beams guided by electromagnetic vortices: New solutions of the Lorentz, Schroedinger, Klein-Gordon and Dirac equations Phys.Rev. Lett., 93, 020402 (2004) http://www.cft.edu.pl/~birula/publ/BeamsPRL.pdf QED: Quantum theory of the electromagnetic field Encyclopedia of Modern Optics, Ed. Bob D. Guenther (Elsevier, Amsterdam, 2004), p. 211. http://www.cft.edu.pl/~birula/publ/QED.pdf Z. Bialynicka-Birula Gravity-induced resonances in a rotating trap Phys. Rev. A, 71, 043610 (2005) http://www.cft.edu.pl/~birula/publ/GravRes.pdf T. Sowinski On the linearity of the Schroedinger equation Brazilian Journal of Physics 35, 211 (2005) http://www.cft.edu.pl/~birula/publ/Linearity.pdf Trojan states of electrons guided by Bessel beams Laser Physics 15, 1371 (2005) http://www.cft.edu.pl/~birula/publ/TrojBessel.pdf Z.Bialynicka-Birula B.Chmura Photon as a quantum particle Acta Phys. Polon. B 37, 935 (2006) http://www.cft.edu.pl/~birula/publ/PhotonAPP.pdf Z. Bialynicka-Birula Pinning and transport of cyclotron(Landau) orbits by electromagnetic vortices Phys. Rev. A 73 , 052114 (2006) http://www.cft.edu.pl/~birula/publ/LocCycl.pdf T. Radożycki Exponential beams of electromagnetic radiation J. Phys. B: At. Mol. Opt. Phys. 39, S545 (2006) http://www.cft.edu.pl/~birula/publ/Exponential.pdf Z. Bialynicka-Birula Beams of electromagnetic radiation carrying angular momentum: The Riemann-Silberstein vector and the classical-quantum correspondence Optics Communications 264, 342 (2006) http://www.cft.edu.pl/~birula/publ/LGBeams.pdf Z. Bialynicka-Birula Formulation of the uncertainty relations in terms of the Renyi entropies Phys. Rev. A 74, 052101 (2006) http://www.cft.edu.pl/~birula/publ/UncertRenyi.pdf Renyi entropy and the uncertainty relations Foundations of Probability and Physics, Ed. G. Adenier, C. A. Fuchs, and A. Yu. Khrennikov, American Institute of Physics, Melville, 2007. http://www.cft.edu.pl/~birula/publ/RenyiEntr.pdf Quantum electrodynamics of qubits Phys. Rev. A 76, 062106 (2007) http://www.cft.edu.pl/~birula/publ/TwoLevel.pdf T. Sowiński Electromagnetic radiation by gravitating bodies Phys. Rev. A 77, 052103 (2008) http://www.cft.edu.pl/~birula/publ/EMRad.pdf Z. Bialynicka-Birula Dynamical Casimir effect in oscillating media Phys. Rev. A 78, 042109 (2008) http://www.cft.edu.pl/~birula/publ/DynCasimir.pdf Z. Bialynicka-Birula Why photons cannot be sharply localized Phys. Rev. A 79, 032112 (2009) http://www.cft.edu.pl/~birula/publ/ElMagLoc.pdf Z Bialynicka-Birula Dynamical Casimir effect in uniformly accelerated media Optics Communications, 283, 644 (2010) http://www.cft.edu.pl/~birula/publ/DynCasimirOC.pdf L. Rudnicki Simple model of self-supported deformed states of isolated atoms Phys. Rev. A 81, 012121 (2010) http://www.cft.edu.pl/~birula/publ/Deformed.pdf Z. Bialynicka-Birula Comment on "Uncertaity relations in terms of the Tsallis entropy" Physical Review A81, 026101 (2010) http://www.cft.edu.pl/~birula/publ/Comment.pdf L. Rudnicki