Complete List of Publications

 

1.     Elastic Moduli of a Fluid of Rigid Spheres, Bruce N. Miller, J. Chem. Phys., 50, 2733 (1968).

 

2.     Electromagnetic Theory of Light Scattering from an Inhomogeneous Fluid, Bruce N.    Miller, J. Comp. Phys., 7, 555 (1971).

 

3.     The Statistical Mechanical Derivation of the Stress Tensor and Heat Flux for a System of Spherical Molecules, Bruce N. Miller, J. Math. Phys., 12, 2175  (1971).

 

4.     Convergence of the Long Wavelength Expansions for the Stress Tensor and Heat Flux in a Classical Non-Equilibrium Fluid, Bruce N. Miller, Physics of Fluids, 14 (2541).

 

5.     Light Scattering from an Inhomogeneous Fluid, Bruce N. Miller and Ove Splittorff, Journal of the Optical Society of America, 62, 2191 (1972).

 

6.     Gravity Effects on Light Scattering from a Simple Fluid Near Its Critical Point, Ove Splittorff and Bruce N. Miller, Physical Review A, 9,  550 (1974).

 

7.     Effect of Gravity on Critical Opalescence:  The Turbidity, H. K. Leung and Bruce N. Miller, Physical Review A, 12, 2162 (1975).

 

8.     Effect of Gravity on the Rayleigh Linewidth Near the Critical Point, H. K. Leung and Bruce N. Miller, Physical Review A,  16, 406 (1977).

 

9.     Comment on "Effect of Non-Zero Beam Diameter on Light Scattering Near the Critical Point,"  H. K. Leung and Bruce N. Miller, Physical Review A,  16, 435 (1979).

 

10.   Comment on "Gravity Effects in Light Scattering Experiments from Simple Fluids", Scott C. Hornbostel and Bruce N. Miller, Physical Review A, 20, 1728 (1979).

 

11.   Heat Flow in a Linear Harmonic Chain:  An Information-Theoretic Approach to the Nonequilibrium Stationary State, Bruce N. Miller and Peter N. Larson, Physical Review A, 20, 1717 (1979).

 

12. Diffusion Modeling of the Rayleigh Piston, Bruce N. Miller and William E. Stein, Journal of Statistical Physics, 26, 539 (1980).

 

13. The Relaxation Time of a One Dimensional Self-Gravitating System, H. L. Wright, B. N. Miller and W. E. Stein, Astrophysics and Space Science, 84, 421 (1982).

 

14. Non-Classical Algorithms, W. E. Stein and Bruce N. Miller, Proceedings of the Second World Conference on Mathematics in the Service of Man (Universidad Politecnica de Las Palmas, Las Palmas, 1982).

 

15.   Gravity in One Dimension:  A Dynamical and Statistical Study, H. L. Wright and Bruce N. Miller, Physics Review A. 29, 1411 (1984).

 

16.   Numerical Study of the Relaxation of One-Dimensional Gravitational Systems:  A Reply, Bruce N. Miller, H. L. Wright and W. E. Stein, Journal of Astrophysics and Space Science 96, 3658 (1984).

 

17.   Macroscopic Theory of Localization in a Classical Fluid, Bruce N. Miller, Physical Review A. 30, 3343 (1984).

 

18.   Transition to Mean Field Behavior of a Quantum Particle in a Classical Gas, B. N. Miller, Y. M. Kowalski and S. C. Sharma, Positron Annihilation (Proceedings of the Seventh International Conference on Positron Annihilation), Eds. P. C. Jain, R. M. Singru, and K. P. Gopinathan (World Scientific, Singapore, 1985).

 

19.   Quantum-Kinetic Theory of Light Particle Localization in Simple Fluids, Bruce N. Miller, Positron Annihilation (Proceedings of the Seventh International Conference on Positron Annihilation), Eds. P. C. Jain, R. M. Singru, and K. P Gopinathan (World Scientific, Singapore, 1985).

 

20.   Stability Limit for Self-Trapped States of Light Particles in Fluids, J. M. Kowalski, B. N. Miller, J. L. Fry, and S. C. Sharma, Positron Annihilation (Proceedings of the Seventh International Conference on Positron Annihilation), Eds. P. C. Jain, R. M. Singru, and K. P. Gopinathan (World Scientific, Singapore, 1985).

 

21. Virial Theorem for Localized States of a Quantum Particle in Classical Fluids Close to the Critical Point, J. M. Kowalski and B. N. Miller, Physics Letters 110, 457 (1985).

 

22. Numerical Study of a Billiard in a Gravitational Field, H. Lehtihet and B. N. Miller, Physica D. 21, 93 (1986).

 

23. Gravity in One Dimension:  Stability of a Three Particle System, A. Matulich and

       B. N. Miller, Celestial Mechanics 39, 191 (1986).

 

24.     Gravity in One Dimension: Selective Relaxation, C. Reidl and B. N. Miller, The Astrophysical Journal 318, 248 (1987).

   

25.     Falling Body in a Wedge, B . N. Miller and H. Lehtihet,  Proceedings of the International Workshop on Teaching Nonlinear Phenomena at Schools and Universities,   ed. George Marx (National Center for Educational Technology, Veszprem, Hungary, 1987) pp. 318-324.

 

26.     Dynamical Microscopic Model of the Quantum Particle-Fluid Interaction, Bruce N. Miller Proceedings of the International Symposium on Positron Annihilation Studies of Fluids, ed. S. Sharma, World Scientific, Singapore, 1988, pp. 81-85.

 

27.     Transition to the Localized State, Zhihong Wu and Bruce N. Miller Proceedings of the International Symposium on Positron Annihilation Studies of Fluids, ed. S. Sharma, World Scientific, Singapore, 1988, pp. 253-258.

 

28.     Self Trapping of Positronium in a Classical Fluid, Terrence Reese and Bruce N. Miller, Proceedings of the International Symposium on Positron Annihilation Studies of Fluids, ed. S. Sharma, World Scientific, Singapore, 1988, pp. 259-264.

 

29.     Comment on Localization and Annihilation Rates of Short Lived Quantum Particles in Fluids, J. M. Kowalski, S. C. Sharma and B. N. Miller, Proceedings of the International Symposium on Positron Annihilation Studies of Fluids, ed. S. C. Sharma, World Scientific, Singapore, 1988, pp. 368-377.

 

 30. Gravity in One Dimension:  Quasi-Equilibrium, Charles J. Reidl, Jr. and Bruce N. Miller, The Astrophysical Journal 332, 619 (1988).

 

31.  Stochastic Modeling of a Billiard in a Gravitational Field: Powerlaw Behavior of Lyapunov Exponents, B. N. Miller and K. Ravishankar, Journal of Statistical Physics 53, 1299 (1988).

 

32.  Positronium Decay Study of Pore Sizes in Silica Sol-Gels; T. W. Zerda, G. Hoang, B. Miller, C. A. Quarles and G. Orcel; Better Ceramics for Chemistry,  Materials Research Symposium Proceedings 121, Nostrand, Amsterdam, 1988, p. 65

 

33.    Theory of Self-Trapping with a Realistic Equation of State, B. N. Miller and Terrence Reese, Positron Annihilation, eds. L. Dorikens-Vanpraet,

M. Dorikens and D. Segers, World Scientific, Singapore, 1989, pp.733-746.

 

34.     Self-Trapping of a Light Particle in a Dense Fluid:  A Mesoscopic Model, Bruce N. Miller and Terrence Reese, Physical Review Part A 39, 4735 (1989).

 

35.     Transition to Collective Behavior of a Quantum Particle in a Classical Fluid, B. N. Miller, H. Lehtihet, J. M. Kowalski and S. C. Sharma,  J. Physics B 22, 1477 (1989).

 

36.     Transition to Collective Behavior of a Quantum Particle in a Classical Fluid, B. N. Miller, H. Lehtihet, J. M. Kowalski and S. C. Sharma, J. Physics B 22, 1477 (1989).

 

37.  Exact Solution of One-Dimensional Self-Trapping Systems in the Mean Field Approximation; Yzhong Fan and Bruce Miller; Journal of Physics A 22, 3849-3858 (1989).

 

38.     Gravity in One Dimension: Persistence of Correlation, Bruce N. Miller and Charles J. Reidl; The Astrophysical Journal 348, 203 (1990).

 

39.     Path-integral Approach to Density Fluctuations in Self-Trapping Systems, Yzhong Fan and Bruce N. Miller, Physical Review B 41, 4756 (1990).

 

40.     Localization in Fluids: A Comparison of Competing Theories and their Application to Positron Annihilation, Bruce N. Miller and Yzhong Fan, Physical Review A 42, 2228 (1990).

 

41. Localization in a Lennard-Jones Fluid: The Path-Integral Approach, Yzhong Fan and Bruce N. Miller, Journal of Chemical Physics, 93, 4322 (1990).

 

42. Self-Trapping of a Light Particle in a Dense Fluid: Application of Scaled Density-Functional Theory to the Decay of Ortho-Positronium, Terrence Reese and Bruce N. Miller, Physical Review A, 42, 6068 (1990).

 

43. Behavior of Light Particles in Fluids, Bruce N. Miller, Proceedings of the Third International Workshop on Positron and Positronium Chemistry, ed. Y. C. Jean, (World Scientific, Singapore, 1990), p. 274.

 

44. Gravity in One Dimension: A Correction for Ensemble Averaging, Charles Reidl and Bruce

      N. Miller, The Astrophysical Journal, 371, 260 (1991).

 

45. Localization in Fluids: Competing Theories and their Application to Positron Annihilation,

Integral Methods in Science and Engineering-90, ed. A. Haji-Sheikh, (Hemisphere Publishing Corp., New York, 1991), p. 581.

 

46.     Gravity in One Dimension: Diffusion in Acceleration, Bruce N. Miller, Journal of Statistical Physics, 63, 291 (1991).

 

47.     Positron Annihilation as a Probe of Localized States in Fluids, Bruce N. Miller, Condensed Matter Theories vol. 7, eds.  A. N.  Proto and J. L. Aliaga  (Plenum Press, New York, 1992) p.131.

 

48.     Path-Integral Formulation of Lifetimes in Fluids, B. N. Miller and G. Worrell, Positron Annihilation, eds. Zs. Kajcsos and Cs. Szeles, (Trans Tech Publications, Aedermannsdorf, Switzerland, 1992) p.385.

 

49.     Gravity in One Dimension: Stability of Periodic Orbits, Charles J. Reidl, Jr. and Bruce N. Miller, Physical Review A, 46, 837 (1992).

 

50.     Positron Annihilation in Xenon: The Path-integral Approach, G. A. Worrell and Bruce N. Miller,  Physical Review A, 46, 3380 (1992).

 

51.     Positronium in Xenon: The Path Integral Approach, Terrence Reese and Bruce N. Miller, Physical Review E, 47, 2581 (1993).

 

52.     Positron Lifetime Distributions in Fluids, Bruce N. Miller, Terrence Reese, and Gregory A.Worrel, Physical Review E, 47, 4083 (1993).

 

53.     Interaction Between Slow Positrons and Atoms, V. A. Dzuba, V. V. Flambaum, W. A. King, B. N. Miller, and O. P. Sushkov, Physica Scripta, T46, 248 (1993). See also Proceedings of the 85th Nobel Symposium.

 

54.     Dynamics in a Discontinuous Field: The Smooth Fermi Piston, G. A. Worrell, A. Matulich, and B. N. Miller, Chaos, 3, 397 (1993).

 

55.     Path Integral Studies of Positrons and Positronium in Fluids, B. N. Miller, J. Chen, T. L. Reese and G. Worrell, Journal de Physique IV, Colloque C4, 3, 31 (1993).

 

56.     Polaron Theory of Positron Annihilation in Xenon, Jiqiang Chen and Bruce N. Miller, Physical Review E, 48, 3667 (1993).

 

57.     Gravity in One Dimension: The Critical Population, Charles J. Reidl and Bruce N. Miller, Physical Review E 48, 4250 (1993).

 

58.     Polaron Theory of an Excess Electron in Xenon, Jiqiang Chen and Bruce N. Miller, Journal of Chemical Physics 100, 3013 (1994).

 

59.     Self Trapping of Light Particles in Fluids: The Path Integral Approach, Bruce N. Miller, Jiqiang Chen, Terrence Reese, and Gregory Worrell, Linking the Gaseous and Condensed Phases of Matter : The Behavior of Slow Electrons  eds. L. G. Christophorou, E. Illenberger, and W. Schmidt  (Plenum, New York, 1994) p.141.

 

60.     Polaron Theory of Positronium Localization and Aniihilation in Xenon, Jiqiang Chen and Bruce N. Miller, Physical Review B 49, 15  615 (1994).

 

61.     Gravity in One Dimension: Population Dependence of Early Relaxation, Charles J. Reidl and Bruce N. Miller, Physical Review E 51, 884 (1995).

 

62.     Stochastic Dynamics of Gravity in One Dimension, Kenneth R. Yawn,  Bruce N. Miller, and Willard Maier, Physical Review E 52, 3390 (1995).

 

63.     Polaron Theory of Positron and Positronium Annihilation in Fluids,

          B. N. Miller and J. Q. Chen, in Positron Annihilation ICPA-10; Proceedings of the 10th International Conference on Positron Annihilation, eds. Yuan-Jin He, Bi-Song Cao and Y. C. Jean (published in Materials Science Forum 175-178, pp1-1032 (1995)), (Trans Tech, Aedermannsdorff, Switzerland, 1995) pp. 731-734.

 

64.     Polymers and Chemistry, D. M. Schrader and B. N. Miller,  in Positron Annihilation ICPA-10; Proceedings of the 10th International Conference on Positron Annihilation, eds. Yuan-Jin He, Bi-Song Cao and Y. C. Jean (published in Materials Science Forum 175-178, pp1-1032 (1995)), (Trans Tech, Aedermannsdorff, Switzerland, 1995) pp. 1021-1028.

 

65.     Virial Expansion of a Quantum Particle in a Classical Gas: Application to the Orthopositronium Decay Rate, Gregory A. Worrell, Bruce N. Miller, and Terrence L. Reese, Physical Review A 53, 2101 (1996).

 

66.     Source of Relaxation in a One Dimensional Gravitating System, Bruce N. Miller, Physical Review E 53, R4279 (1996).

 

67.     Virial Expansion of the Positron and Positronium Decay Rate in a Dilute Gas: The Linear Contribution, Bruce N. Miller, Terrence L. Reese, and Gregory A. Worrell, Canadian Journal of Physics 78, 548 (1996).

 

68.     Path Integral Methods of Positron Annihilation, B. N. Miller, T. Reese, and H. Guo, Proceedings of the 5th International Workshop on Positron and Positronium Chemistry, Journal of Radioanalytical and Nuclear Chemistry 210 343 (1996).

69.     Dynamics of a Pair of Spherical Gravitating Shells, Bruce N. Miller and V. Paige Youngkins, CHAOS 7, 187 (1997).

 

70.     Ergodic Properties and Equilibrium of One-Dimensional Self-Gravitating Systems, Kenneth R. Yawn and Bruce N. Miller, Physical Review E 56, 2429 (1997).

 

71.     Equipartition and Mass Segregation in a One-Dimensional Self-Gravitating System, Kenneth R. Yawn and Bruce N. Miller,  Physical Review Letters 79, 3561 (1997).

 

72.     Rapid Relaxation in a One Dimensional Gravitating System, V. Paige Youngkins and Bruce N. Miller, Physical Review E 56, R4963 (1997).

 

73.     “Recent progress in the study of one-dimensional gravitating systems" in Nonlinear Dynamics and Chaos in Astrophysics, J.R. Buchler, S.T. Gottesman & H.E. Kandrup, Eds., Ann. N.Y. Acad. Sci.  vol. 867,  pp. 268—282 (1998).

 

74.     Phase Transition in a Model Gravitating System, Bruce N. Miller and Paige Youngkins, Phys. Rev. Lett. 81, 4794 (1998).

 

75.     “Recent Progress in Studies of One-Dimensional Gravitating Systems“ in Dynamical Systems, Plasmas, and Gravitation eds. P. G. Leach, S. E Bouquet, J.-L. Rouet, and E. Fijalkow, Lecture Notes in Physics vol. 518 (Springer, 1999).

 

76.     Dynamics of a Gravitational Billiard with a Hyperbolic Lower Boundary, M. L. Ferguson, B. N. Miller, and M. A. Thompson, CHAOS 9, 841  (1999).

 

77.     Monte Carlo Study of Localization on a One Dimensional Lattice, Henry Guo and Bruce N. Miller, Journal of Statistical Physics 98, 347 (2000).

 

78.     Gravitational Phase Transitions in a  One Dimensional Spherical System, V. Paige Youmgkins and Bruce N. Miller, Physical Review E 62, 4583-4596 (2000).

 

79.     Mean Field Theory of Spherical Gravitating Systems, Peter Klinko and Bruce N. Miller, Physical Review E 62, 5783-5792 (2000).

 

80.     Rotation-induced Phase Transition in a Spherical Gravitating System, Peter Klinko, Bruce N. Miller, and Igor Prokhorenkov, Physical Review E 63, 066131 (2001).

 

81.     Path-integral Study of Positronium Decay in Xenon, Terrence L. Reese and Bruce N. Miller, Physical Review E 64, 061201 (2001).

 

82.  Non-standard Fractal Spectrum of a 1D Gravitating Model, Bruce N. Miller and Jean-Louis Rouet, Physica A, 305, 266 (2002).

 

83.  Angular Momentum Induced Phase Transition in Spherical  Gravitational Systems, Peter Klinko and Bruce N. Miller, Physica A, 305, 258 (2002).

 

84.  Path Integral Simulation of Positronium, Bruce N. Miller and Terrence L. Reese, in Beam Interactions with Matherials and Atoms, eds. H. H. Andersen and L. E. Rehn (Elsevier, Amsterdam, 2002) p176. (Nuclear Instruments and Methods in Physics Research, Section B 192, 176 (2002)).

 

85.  Influence of Expansion on Structure Formation, Bruce N. Miller and Jean-Louis Rouet, Physical Review E, 65, 056121 (2002).

 

86.   Angular Momentum Induced Phase Transition in Spherical  Gravitational Systems: N-Body Simulations, Peter Klinko and Bruce N. Miller, Physical Review E, 65, 056127 (2002).

 

87.   Spherical Gravitating Systems, Bruce N. Miller, Peter Klinko, and Paige Youngkins, Chaos, Solitons and Fractals 13 , 603-616 (2002).

 

88. Incomplete Relaxation in a Two-mass One-dimensional Self-gravitating System, Kenneth Yawn and Bruce N. Miller, Physical Review E 68, 056120 (2003).

 

89.  Dynamical Simulation of Gravothermal Catastrophe, Peter Klinko and Bruce N. Miller, Physical Review Letters, 92 (2), 021102 (2004).

 

90.  Dynamical Study of a First Order Gravitational Phase Transition, Peter Klinko and Bruce N. Miller, Physics Letters A, 333 (3-4), 187 (2004).

 

91. Exactly Integrable Analogue of a One Dimensional Gravitational System, Bruce N. Miller, Kenneth R. Yawn, and Bill Maier,

        Physics Letters A 346, 92-98 (2005).

 

92.      Vlasov Theory in Newtonian Gravity: Approach to Equilibrium, Phase Transitions, Gravothermal Catastrophe, and the Expanding Universe, Bruce N. Miller, Transport Theory and Statistical Physics, 34, 367-389 (2005).

 

93. Self-Trapping at the Liquid-Vapor Critical Point, B. N. Miller and T. L. Reese, Modern Physics Letters B 20, 169 (2006).

 

94. Development of fractal geometry in a one-dimensional gravitational system, Bruce N. Miller and Jean-Louis Rouet, Comptes Rendus Physique 7,  383-390 (2006).

 

95. Fractal Geometry in an expanding, one-dimensional, Newtonian universe, Bruce N. Miller, Jean-Louis Rouet, and Emmanuel Le Guirriec, Physical Review E 76 , 036705 (1-14) (2007). 

 

96. Self-trapping at the Liquid-vapor Critical Point: A Path Integral Study, Bruce N. Miller and Terrence L. Reese,Physical Review E 78, , 061123 (1-10) (2008). 

 

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