Publications    -    Zoltán Rácz

1. Z. Rácz
   J. Low Temp. Phys. 11, 509 (1973)
   On the nature of the fourth sound
2. Z. Rácz and P. Ruján
   Am. J. Phys. 43, 105 (1975)
   Dynamics of a simple model exibiting Landau phase transition
3. Z. Rácz
   Phys. Lett. A53, 433 (1975)
   On the difference between linear and nonlinear critical slowing down
4. Z. Rácz and M. F. Collins
   Phys. Rev. B11, 2564 (1975)
   Vacancy mechansim for Ising critical dynamics
5. Z. Rácz
   Phys.Rev. B13, 263 (1976)
   Nonlinear relaxation near the critical point: Molecular-field and scaling theory
6. Z. Rácz and M. F. Collins
   Phys.Rev. B13, 3074 (1976)
   Linear and nonlinear critical slowing down in the kinetic Ising model:
   High temperature series
7. M. E. Fisher and Z. Rácz
   Phys.Rev. B13, 5039 (1976)
   Scaling theory of nonlinear critical relaxation
8. Z. Rácz and T. Tél
   Phys. Lett. A60, 3 (1977)
   Nonlinear critical dynamics of a spherical model
9. Z. Rácz and P. Ruján
   Z. Physik B28, 287 (1977)
   Application of the Monte Carlo method for evaluating the
   Niemeijer - van Leeuwen cumulant expansion
10. Z. Csépes and Z. Rácz
    J. Phys. A11, 575 (1978)
    Nonlinear critical relaxation in the kinetic Ising model
11. Z. Rácz and M. F. Collins
    Phys.Rev. B21, 229 (1980)
    Effect of three-body interactions on the ordering of bcc binary alloys
12. Z. Rácz
    Phys.Rev. B21, 4012 (1980)
    Phase boundary of Ising antiferromagnets near H=H_c and T=0:
    Results from hard-core lattice-gas calculations
13. R. K. Bhaduri and Z. Rácz
    Phys.Rev. D22, 2261 (1980)
    Hadronic density of states and quark confinement
14. Z. Rácz
    J. Luminescence 23, 255 (1981)
    Temperature-dependent electron tunneling and the isothermal luminescence
    of molecular solids
15. Z. Rácz and T. Tél
    Phys.Rev. A26, 2968 (1982)
    Pattern formation: A Landau-type analysis of symmetry breaking
16. Z. Rácz and T. Vicsek
    Phys.Rev.B27 , 2992 (1983)
    Ising transition into an order with extensive entropy at T=0:
    Potts antiferromagnets in a magnetic field
17. F. de Pasquale, Z. Rácz and P. Tartaglia
    Phys.Rev.B28 , 2582 (1983)
    Mechanism of symmetry breaking in the spherical limit:
    Phase coherence in finite size systems
18. Z. Rácz and T. Vicsek
    Phys.Rev.Lett.51 , 2382 (1983)
    Diffusion-controlled deposition: Cluster statistics and scaling
19. M. Plischke and Z. Rácz
    Phys.Rev.Lett.53 , 415 (1984)
    The active zone of growing clusters: Diffusion-limited aggregation and the Eden model
20. M. Plischke and Z. Rácz
    in Kinetics of Aggregation and Gelation,
    Eds. F. Family and D. P. Landau (North-Holland, Amsterdam, 1984) p.33
    Properties of growing interface in diffusion-limited aggregation and in the Eden process
21. Z. Rácz and T. Vicsek
    in Kinetics of Aggregation and Gelation,
    Eds. F. Family and D. P. Landau (North-Holland, Amsterdam, 1984) p.255
    Cluster-size distribution in a regular growth model
22. F. de Pasquqle, Z. Rácz , M. San Miguel and P. Tartaglia
    Phys.Rev.B30 , 5228 (1984)
    Fluctuations and limit of metastability in a periodically driven unstable system
23. Z. Rácz and M. Plischke
    Phys.Rev.A31 , 985 (1985)
    The active zone of growing clusters: Diffusion-limited aggregation and
    the Eden model in two and three dimensions
24. M. Plischke and Z. Rácz
    Phys.Rev.Lett.54 ,2054,2056(1985)
    Replies to Comments by P.Meakin and L.M.Sander and by R.Jullien and R.Botet
25. Z. Rácz
    Phys.Rev.A32 , 1129 (1985)
    Aggregation in the presence of sources and sinks: A scaling theory
26. Z. Rácz
    Phys.Rev.Lett.55 , 1707 (1985)
    Diffusion-controlled annihilation in the presence of particle sources:
    Exact results in one dimension
27. M. Plischke and Z. Rácz
    Phys.Rev.A32 , 3825 (1985)
    Dynamic scaling and the surface structure of Eden clusters
28. M. Plischke and Z. Rácz
    in Fractals in Physics, Eds. L. Pietronero and E. Tosatti
    (North-Holland, Amsterdam, 1986) p. 217.
    Growing interface in diffusion-limited aggregation and in the Eden process
29. Z. Rácz
    in Fractals in Physics, Eds. L. Pietronero and E. Tosatti
    (North-Holland, Amsterdam, 1986) p. 303.
    Scaling generalization of the Smoluchowski equation
30. Z. Rácz and M. Plischke
    Acta Phys. Hung.62 , 203 (1987)
    Correlations in a nonequilibrium steady state:
    Exact results for a generalized kinetic Ising model
31. M. Plischke, Z. Rácz and D. Liu
    Phys.Rev.B35 , 3485 (1987)
    Time reversal invariance and universality of two-dimensional growth models
32. Á. Buka, P. Palffy-Muhoray, and Z. Rácz
    Phys.Rev.A36 , 3984 (1987)
    Viscous fingering in liquid crystals
33. S. Arora, Á. Buka, P. Palffy-Muhoray, Z. Rácz , and R. Vora
    Europhys.Lett. 7 , 43 (1988)
    Pattern formation during mesophase growth in liquid crystals
34. L. Gálfi and Z. Rácz
    Phys.Rev.A38, 3151 (1988)
    Properties of the reaction front in an A+B -> C type reaction-diffusion process
35. M. Droz, Z. Rácz , and J. Schmidt
    Phys.Rev.A39 , 2141 (1989)
    One-dimensional kinetic Ising model with competing dynamics:
    Steady-state correlations and relaxation times
36. M.J.P. Gingras and Z. Rácz
    Phys.Rev.A40 , 5960 (1989)
    Noise and the liner stability analysis of viscous fingering
37. Z. Rácz
    in Fractals' Physical Origin and Properties
    Ed. L. Pietronero (Plenum, New York, 1990) p. 193.
    Continuum description of active zones
38. M. Droz, Z. Rácz , and P. Tartaglia
    Phys.Rev.A41 , 6621 (1990)
    One-dimensional kinetic Ising model with competing spin-flip and spin-exchange
    dynamics: Ordering in case of long-range exchanges
39. M.J.P. Gingras and Z. Rácz
    in Nonlinear Structures in Physical Systems
    Eds. L. Lam and H.C. Morris (Springer-Verlag, N.Y. 1990)
    Stability analysis of diffusion-controlled growth:
    Onset of instabilities and breakdown of the linear regime
40. M. Zrinyi, L. Gálfi, E. Smidroczki, Z. Rácz , and F. Horkay
    J.Phys.Chem.95, 1618 (1991)
    Direct observation of a crossover from heterogenous traveling wave
    to Liesegang pattern formation
41. Z. Rácz , M. Siegert, D. Liu, and M. Plischke
    Phys.Rev.A42, 5275 (1991)
    Scaling properties of driven interfaces: Symmetries, conservation laws and
    the role of constraints
42. H-J. Xu, B. Bergersen, F. Niedermayer, and Z. Rácz
    J.Phys.C3, 4999 (1991)
    Ordering of Ising dipoles
43. M. Droz, Z. Rácz, and P. Tartaglia
    Physica.A177, 401 (1991)
    Crossover from Ising to mean-field critical behavior in a
    kinetic Ising model with competing flip and exchange dynamics
44. B. Bergersen and Z. Rácz
    Phys.Rev.Lett.67 , 3047 (1991)
    Dynamical generation of long-range interactions:
    Random Levy flights in the kinetic Ising and spherical models
45. H-J. Xu, B. Bergersen, and Z. Rácz
    J.Phys.C4, 2035 (1992)
    Monte Carlo simulations on Ising dipoles: Finite-size scaling and logarithmic corrections
46. Z. Rácz, M. Siegert, and M. Plischke
    in Surface Disordering: Growth, Roughening and Phase Transitions,
    Ed. by R. Jullien et.al. (Nova Science, Commack, N.Y. 1992)
    Surface-diffusion induced instabilities
47. Z. Rácz
    Acta Physica Hung.72, 249 (1992)
    Examples of unconventional dimensional analysis
48. B.Chopard, M.Droz, T.Karapiperis, and Z.Rácz
    Phys.Rev.E47, 40 (1993)
    Properties of the reaction front in a
    reversible A+B->C reaction-diffusion process
49. H. Hayakawa, Z. Rácz , and T. Tsuzuki
    Phys.Rev.E47, 1499 (1993)
    Ordering kinetics in systems with long-range interactions
50. H-J. Xu, B. Bergersen, and Z. Rácz
    Phys.Rev.E47, 1520 (1993)
    Long-range interactions generated by random Levy-flights:
    Flip-and-exchange kinetic Ising model in two dimensions
51. Z. Rácz and R. K. P. Zia
    Phys.Rev.E49, 139 (1994)
    Two-temperature kinetic Ising model in one dimension:
    Steady-state correlations in terms of energy and energy flux
52. G. Foltin, K. Oerding, Z. Rácz, R.L. Workman and R. K. P. Zia
    Phys.Rev. E50 , R639 (1994)
    Width distribution for random-walk interfaces
53. M. Plischke, Z. Rácz, and R. K. P. Zia
    Phys.Rev.E50, 3589 (1994)
    Width distribution of curvature-driven interfaces: A study of universality
54. Z. Rácz and M. Plischke
    Phys.Rev.E50, 3530 (1994)
    Width distribution for 2+1-dimensional growth and deposition processes
55. K. Bassler and Z. Rácz
    Phys.Rev.Lett.73, 1320 (1994)
    Bicritical point and crossover in a two-temperature, diffusive kinetic Ising model
56. K. Bassler and Z. Rácz
    Phys.Rev.E52, R9 (1995)
    Existence of long-range order in the steady state of a two-dimensional,
    two-temperature XY model
57. B. Bergersen, Z. Rácz , and H.-J. Xu
    Phys.Rev. E52 6031(1995)
    Correlations in Ising chains with non-integrable interactions
58. Z. Rácz
    in Nonequilibrium Statistical Mechanics in one Dimension
    Ed. by V. Privman (Cambridge University Press, 1996)
    Kinetic Ising models with competing dynamics:
    Mappings, correlations, steady states and phase transitions
59. T. Antal and Z. Rácz
    Phys.Rev. E54, 2256 (1996)
    Dynamic Scaling of Width Distribution in Edwars-Wilkinson Type
    Models of Surface Dynamics
60. T. Antal, Z. Rácz, and L. Sasvári
    Phys.Rev.Lett. 78, 167 (1997)
    Nonequilibrium Steady State in a Quantum System:
    One-dimensional Transverse Ising Model with Energy Current
61. U. C. Täuber and Z. Rácz
    Phys.Rev.E55, 4120 (1997).
    Critical behavior of O(n)-symmetric systems with reversible mode-coupling terms:
    Stability against detailed-balance violation.
62. B. Chopard, M. Droz, J. Magnin, and Z. Rácz
    Phys.Rev.E56, 5343 (1997).
    Localization-delocalization transition of a reaction-diffusion front
    near a semipermeable wall
63. T. Antal, Z. Rácz, A. Rákos, and G. M. Schütz
    Phys.Rev.E57, 5184 (1998)
    Isotropic transverse XY chain with energy- and magnetization currents
64. T. Antal, M. Droz, J. Magnin, Z. Rácz, and M. Zrinyi
    J.Chem.Phys.109, 9479 (1998)
    Derivation of the Matalon-Packter law for Liesegang patterns
65. B. Chopard, M. Droz, J. Magnin, Z. Rácz, and M. Zrinyi
    J.Phys.Chem.A103, 1432 (1999).
    Liesegang patterns: Effect of dissociation of the invading electrolyte
66. U. C. Täuber, J. E. Santos, and Z. Rácz
    Eur.Phys.J.B7, 309 (1999).
    Non-equilibrium critical behavior of O(n)-symmetric systems:
    Effect of reversible mode-coupling terms and dynamical anisotropy
67. T. Antal, Z. Rácz, A. Rákos, and G. M. Schütz
    Phys.Rev.E59, 4912 (1999)
    Transport in the XX chain at zero temperature:
    Emergence of flat magnetization profiles
68. T. Antal, M. Droz, J. Magnin, and Z. Rácz
    Phys.Rev.Lett.83, 2880 (1999)
    Formation of Liesegang Patterns: A Spinodal Decomposition Scenario
69. Z. Rácz
    Physica A 274, 50 (1999)
    Formation of Liesegang Patterns
70. T. Unger and Z. Rácz
    Phys.Rev.E61, 3583 (2000)
    Concentration profiles and reaction fronts in A + B -> C type processes:
    Effect of background ions
71. Z. Rácz
    J.Stat.Phys. 101, 273 (2000)
    Presence of energy flux in quantum spin chains:
    An experimental signature
72. T. Antal, M. Droz, J. Magnin, A. Pekalski, and Z. Rácz
    J.Chem.Phys.114, 3770 (2001)
    Formation of Liesegang patterns:
    Simulations using a kinetic Ising model
73. T. Antal, M. Droz, G. Györgyi, and Z. Rácz
    Phys.Rev.Lett.87, 240601 (2001)
    1/f Noise and Extreme Value Statistics
74. E. Marinari, A. Pagnani, G. Parisi, and Z. Rácz
    Phys.Rev.E65, 026136 (2002).
    Width Distributions and the Upper Critical Dimension of KPZ Interfaces
75. A. Barrat, T. Biben, Z. Rácz, E. Trizac, and F. van Wijland
    J.Phys.A: Math.Gen.35, 463 (2002).
    On the velocity distributions of the one-dimensional inelastic gas
76. T. Antal, M. Droz, G. Györgyi, and Z. Rácz
    Phys.Rev.E65, 046140 (2002)
    Roughness distributions for 1/f^alpha signals
77. Z. Rácz
    Lecture Notes, Les Houches (2002), Lausanne (2004) (pdf)
    cond-mat/0210435.
    Nonequilibrium Phase Transitions
78. V. Eisler, F. van Wijland, and Z. Rácz
    Phys.Rev.E67, 056129 (2003)
    Transverse Ising chain with energy flux: Magnetization distributions
79. G. Györgyi, P. C. W. Holdsworth, B. Portelli, and Z. Rácz
    Phys.Rev.E68, 056116 (2003)
    Statistics of extremal intensities for Gaussian interfaces
80. Z. Rácz
    Lecture at "Fluctuations and Noise" conference, Santa Fe, 2003 (slides)
    SPIE Proc. 5112, 248 (2003)
    Distribution functions for nonequilibrium fluctuations: A picture gallery
81. T. Antal, M. Droz, and Z. Rácz
    J.Phys.A: Math.Gen. 37, 1465-78 (2004)
    Probability distribution of magnetization in the one-dimensional Ising model:
    Effects of boundary conditions
82. V. Hunyadi, Z. Rácz, and L. Sasvári
    Phys.Rev.E69, 066103 (2004)
    Dynamic scaling of fronts in the quantum XX chain
83. F. van Wijland and Z. Rácz
    J. Stat. Phys. 118, 27-54 (2005)
    Large deviations in weakly interacting boundary driven lattice gases
84. V. Lecomte, F. van Wijland, and Z. Rácz
    J. Stat. Mech.: Theory and Exp. P02008, (2005)
    Energy flux distribution in a two-temperature Ising model
85. I. Bena, F. Coppex, M. Droz, and Z. Rácz
    J. Chem. Phys. 122, 024512 (2005)
    Front motion in an A+B->C type reaction-diffusion process:
    Effects of an electric field
86. I. Bena, M. Droz, and Z. Rácz
    J. Chem. Phys. 122, 204502 (2005)
    Formation of Liesegang patterns in the presence
    of an electric field
87. H. Guclu, G. Korniss, M. A. Novotny, Z. Toroczkai, and Z. Rácz
    Phys. Rev. E 73, 066115 (2006)
    Synchronization Landscapes in Small-World-Connected
    Computer Networks
88. L. O'Malley, B. Kozma, G. Korniss, Z. Rácz, and T. Caraco
    Phys. Rev. E 74, 041116 (2006)
    Fisher Waves and Front Roughening in a Two-Species Invasion Model
    with Preemptive Competition
89. V. Eisler, O. Legeza, and Z. Rácz
    J. Stat. Mech. Theory and Exp. P11013 (2006)
    Fluctuations in subsystems of the zero temperature XX chain:
    Emergence of an effective temperature
90. I. Lagzi, P. Pápai and Z. Rácz
    Chem. Phys. Lett. 433, 286-291 (2007)
    Complex motion of precipitation bands
91. I. Bena, M. Droz, K. Martens, and Z. Rácz
    J. Phys. C19, 065103 (2007)
    Reaction-diffusion fronts with inhomogeneous initial conditions
92. T. Antal, I. Bena, M. Droz, K. Martens, and Z. Rácz
    Phys. Rev. E 76, 046203 (2007)
    Guiding fields for phase separation: Controlling Liesegang patterns
93. G. Györgyi, N. Moloney, K. Ozogány, and Z. Rácz
    Phys. Rev. E 75, 021123 (2007)
    Maximal height statistics for 1/f^alpha signals
94. T. W. Burkhardt, G. Györgyi, N. Moloney, and Z. Rácz
    Phys. Rev. E 76, 041119 (2007)
    Extreme statistics for time series:
    Distribution of the maximum relative to the initial value
95. G. Györgyi, N. Moloney, K. Ozogány, and Z. Rácz
    Phys. Rev. Lett. 100, 210601 (2008)
    Finite Size Scaling in Extreme Statistics
96. I. Bena, M. Droz, I. Lagzi, K. Martens, Z. Rácz, and A. Volford
    Phys. Rev. Lett. 101, 075701 (2008)
    Designed Patterns: Flexible Control of Precipitation through Electric Currents
97. K. Martens, I. Bena, M. Droz, and Z. Rácz
    J. Stat. Mech. Theory and Exp. P12003 (2008)
    Encoding information into precipitation structures
98. K. Martens, M. Droz, and Z. Rácz
    J. Chem. Phys. 130, 234506 (2009)
    Width of reaction zones in A+B->C type reaction-diffusion processes:
    Effects of an electric current
99. A. Volford, I. Lagzi, F. Molnár Jr., and Z. Rácz
    Phys. Rev. E 76, 055102(R) (2009)
    Coarsening of precipitation patterns in a moving reaction-diffusion front
100. G. Györgyi, N. Moloney, K. Ozogány, Z. Rácz, and M. Droz
     Phys. Rev. E 81, 041135 (2010)
     Renormalization-group theory for finite-size scaling in extreme statistics
101. D. L. González-Cabrera, Z. Rácz, and F. van Wijland
     Phys. Rev. A 81, 052512 (2010)
     Casimir effect in the nonequilibrium steady state of a quantum chain
102. N. Moloney, K. Ozogány, and Z. Rácz
     Phys. Rev. E 84, 061101 (2011)
     Order statistics of 1/f(alpha) signals
103. M. Taghizadeh-Popp, K. Ozogány, Z. Rácz, E. Regoes, A. S. Szalay
     The Astrophysical Journal, 100:759 (2012)
     Distribution of Maximal Luminosity of Galaxies in the Sloan Digital Sky Survey
104. V. Eisler and Z. Rácz
     Phys. Rev. Lett. 110, 060602 (2013)
     Full Counting Statistics in a Propagating Quantum Front and Random Matrix Spectra
105. S. Thomas, I. Lagzi, F. Molnár Jr., and Z. Rácz
     Phys. Rev. Lett. 110, 078303 (2013)
     Probability of the Emergence of Helical Precipitation Patterns in the Wake of Reaction-Diffusion Fronts
106. S. Thomas, F. Molnár Jr., Z. Rácz, and I. Lagzi
     Chem. Phys. Lett. 577, 38-41 (2013)
     Matalon-Packter law for streched helicoids formed in precipitation processes
107. S. Thomas, I. Lagzi, F. Molnár Jr., and Z. Rácz
     Phys. Rev. E 88, 022141 (2013)
     Helices in the wake of precipitation fronts
108. S. Thomas, G. Varghese, D. Bárdfalvi, I. Lagzi, and Z. Rácz
     Chem. Phys. Lett. 599, 159-162 (2014)
     Helicoidal precipitation patterns in silica and agarose gels
109. B. Péter, S. Kurunczi, D. Patkó, I. Lagzi, B. Kowalczyk, Z. Rácz, B. A. Grzybowski, and R. Horváth
     Langmuir 30, 13478-13482 (2014)
     Label-Free in Situ Optical Monitoring of the Adsoption of Oppositely Charged Nanoparticles
110. R. M. Walliser, F. Boudoire, E. Orosz, R. Tóth, A. Braun, E. C. Constable, Z. Rácz, and I. Lagzi
     Langmuir 31, 1828-1834 (2015)
     Growth of Nanoparticles and Microparticles by Controlled Reaction-Diffusion Processes
111. G. Palma, F. Niedermayer, Z. Rácz, A. Riveros, and D. Zambrano
     Phys. Rev. E 94, 022145 (2016)
     Finite-size corrections to scaling of the magnetization distribution in the two-dimensional XY model at zero temperature