The authors have studied fluctuations in the steady state of a modified ballistic deposition model. The ensemble fluctuations of the surface width averaged over a time sequence, which involves temporal correlations, exhibit a peak around the previously proposed phase transition point in both 2+1 and 3+1 dimensions. They show that the time series of a finite system is self-averaging and the anomaly is in the fluctuations of the temporal correlations. They discuss the implications of their results in 2+1 dimensions for the structure of the renormalization group flows.Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/48824/2/ja911804.pd
36 pages, 8 figures. Comments welcomeInternational audienceStochastic growth processes in dimension ...
We show that time-dependent couplings may lead to nontrivial scaling properties of the surface fluct...
A model of surface growth given by a two-dimensional discrete, driven, damped sine-Gordon equation ...
In this dissertation, I present a number of theoretical and numerical studies of the dynamic scaling...
We investigate Kardar-Parisi-Zhang (KPZ) surface growth in the presence of power-law temporally corr...
Interfaces are studied in an inhomogeneous critical state where boundary pinning is compensated with...
Abstract The growth mechanism of interfaces in nature may be anomalous in the sense that the inter...
We study the dynamics of growth at the interface level for two different kinetic models. Both of the...
In this paper we study the scaling behavior of the fluctuations in the steady state WS with the syst...
The dynamics of growth and formation of surfaces and interfaces is becoming very important for the u...
[[abstract]]An extensive analytical and numerical study on a class of growth processes with spatiote...
[[abstract]]We study a recently introduced stochastic growth model for interfacial depinning with qu...
In this work we have reported the evolution of rough surface by different competitive growth model i...
In this work we have reported the evolution of rough surface by different competitive growth model i...
In this work, we introduce a restricted ballistic deposition model with symmetric growth rules that ...
36 pages, 8 figures. Comments welcomeInternational audienceStochastic growth processes in dimension ...
We show that time-dependent couplings may lead to nontrivial scaling properties of the surface fluct...
A model of surface growth given by a two-dimensional discrete, driven, damped sine-Gordon equation ...
In this dissertation, I present a number of theoretical and numerical studies of the dynamic scaling...
We investigate Kardar-Parisi-Zhang (KPZ) surface growth in the presence of power-law temporally corr...
Interfaces are studied in an inhomogeneous critical state where boundary pinning is compensated with...
Abstract The growth mechanism of interfaces in nature may be anomalous in the sense that the inter...
We study the dynamics of growth at the interface level for two different kinetic models. Both of the...
In this paper we study the scaling behavior of the fluctuations in the steady state WS with the syst...
The dynamics of growth and formation of surfaces and interfaces is becoming very important for the u...
[[abstract]]An extensive analytical and numerical study on a class of growth processes with spatiote...
[[abstract]]We study a recently introduced stochastic growth model for interfacial depinning with qu...
In this work we have reported the evolution of rough surface by different competitive growth model i...
In this work we have reported the evolution of rough surface by different competitive growth model i...
In this work, we introduce a restricted ballistic deposition model with symmetric growth rules that ...
36 pages, 8 figures. Comments welcomeInternational audienceStochastic growth processes in dimension ...
We show that time-dependent couplings may lead to nontrivial scaling properties of the surface fluct...
A model of surface growth given by a two-dimensional discrete, driven, damped sine-Gordon equation ...