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151. I. H. Deutsch and 1. C. Garrison. Paraxial quantum propagation. Physical Review A, 43(5):2498-2513, March 1991. Here it is shown that the photon wavefunction and the photon position operator exist in the paraxial approximation. 152. R. H. Dicke. Molecular amplification and generation systems and methods. Patent 2,851,652, U.S. Patent Office, September 9, 1958. The application dates from May 21, 1956. The full text is given in J. Weber, Lasers: A Collection of Reprints with Commentary, Gordon & Breach, New York, 1968, pp. 645-664. 153. F. Dietrich, J. Krause, G. Rempe. M. O. Scully, and H. Walther. Laser experiments with single atoms as a test of basic physics. IEEE Journal of Quantum Electronics, 24(7): 1314-1319, July 1988. 154. B. Dietz and U. Smilansky. A scattering approach to the quantization of billiards. Chaos, 3(4):581-589,1993. 155. L. Di6si. Comment on "Nonclassical states: An observable criterion." Physical Review Letters, 85(13):2841, September 25,2000. See also [617]. 156. P. A. M. Dirac. The quantum theory of emission and absorption of radiation. Proceedingsofthe Royal Society ofLondon, Series A, 114:243-265,1927. Reprinted in [544], pp. 1-23. 157. P. A. M. Dirac. Quantized sigularities in the electromagnetic field. Proceedings of the Royal Society of London, Series A, 133:60, 1931. 158. P. A. M. Dirac. The Development of Quantum Mechanics, Chap. 1, pp. 1-21. Wiley, New York, 1978. A public lecture given by Dirac at the School of Physics, University of New South Wales, Kensington, Sydney, Australia, August 25, 1975. 159. P. A. M. Dirac. Principles of Quantum Mechanics. Oxford University Press, Oxford, 4th edition, 1982. 160. P. A. M. Dirac. Lectures on Quantum Mechanics. Dover, New York, 2001. 161. V. V. Dodonov. Nonstationary Casimir effect and analytical solutions for quantum fields in cavities with moving boundaries. In M. W. Evans, editor, Modem Nonlinear Optics, volume 119, part 1 of Advances in Chemical Physics, pp. 309-394. Wiley, New York, 2001. 162. E. Doron and U. Smilansky. Chaotic spectroscopy. Chaos, 2( 1): 117-124, 1992. 163. E. Doron and U. Smilansky. Semiclassical quantization of chaotic billiards: A scattering theory approach. Nonlinearity, 5: 1055-1084, 1992. 164. K. H. Drexhage. Interaction of light with monomolecular dye layers. Progress in Optics, 12:163-232,1974. 165. S. M. Dutra. Generation and Detection of Fields in Cavity Quantum Electrodynamics. Ph.D. dissertation. Imperial College of Science, Technology and Medicine (University of London), London, 1995.
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166. S. M. Dutra and K. Furuya. Macroscopic averages in QED in material media. Physical Review A, 55(5):3832-3841, May 1997. 167. S. M. Dutra and K. Furuya. Relation between Huttner-Barnett QED in dielectrics and classical electrodynamics: Determining the dielectric permittivity. Physical Review A, 57(4):3050-3058, April 1998. 168. S. M. Dutra and P. L. Knight. Atomic probe for quantum states of the electromagnetic field. Physical Review A, 49(2): 1506-1508, February 1994. 169. S. M. Dutra and P. L. Knight. Spontaneous emission in a planar Fabry-Perot microcavity. Physical Review A, 53(5):3587-3605, May 1996. 170. S. M. Dutra. P. L. Knight, and H. Moya-Cessa. Discriminating field mixtures from macroscopic superpositions. Physical Review A. 48(4):3168-3173. October 1993. 171. S. M. Dutra and G. Nienhuis. Derivation of a Hamiltonian for photon decay in a cavity. Journal of Optics B. 2(5):584-588, October 2000. 172. S. M. Dutra and G. Nienhuis. Quantized mode of a leaky cavity. Physical Review A, 62(6):063805, November 2000. 173. S. M. Dutra and G. Nienhuis. What is a quantized mode of a leaky cavity In M. Orszag and J. C. Retamal, editors, Modem Challenges in Quantum Optics, volume 575 of Lecture Notes in Physics, pp. 338-354. Springer-Verlag, Berlin, 2001. 174. S. M. Dutra. J. P. Woerdman, J. Visser, and G. Nienhuis. Route toward the ideal thresholdless laser. Physical Review A. 65(3):033824, March 2002. 175. F. J. Dyson. Ground-state energy of a finite system of charged particles. Journal of Mathematical Physics, 8: 1538-1545. 1967. 176. F. J. Dyson. Feynman's proof of the Maxwell equations. American Journal of Physics, 58(3):209-211. March 1990. 177. F. J. Dyson and A. Lenard. Stability of matter: I. Journal of Mathematical Physics, 8:423-434.1967. 178. J. H. Eberly. N. B. Narozhny, and J. J. Sanchez-Mondragon. Periodic spontaneous collapse and revival in a simple quantum model. Physical Review Letters, 44(20): 1323-1326, May 19, 1980. 179. J. D. Edmonds Jr. Quaternion quantum theory: New physics or number mysticism American Journal of Physics. 42(3):220-223, March 1974. 180. J. D. Edmonds Jr. Maxwell's eight equations as onequaternion equation. American Journal of Physics, 46(4):430-431, April 1978.
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