Search Results - "SPOHN, H"

LIMIT DISTRIBUTIONS FOR KPZ GROWTH MODELS WITH SPATIALLY HOMOGENEOUS RANDOM INITIAL CONDITIONS by Chhita, S., Ferrari, P. L., Spohn, H.

“…For stationary KPZ growth in 1 + 1 dimensions, the height fluctuations are governed by the Baik–Rains distribution. Using the totally asymmetric single step…”
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Heat conduction and phonon localization in disordered harmonic crystals by Kundu, A, Chaudhuri, A, Roy, D, Dhar, A, Lebowitz, J. L, Spohn, H

“…We investigate the steady-state heat current in two- and three-dimensional isotopically disordered harmonic lattices. Using localization theory as well as…”
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Scattering of solitons for Dirac equation coupled to a particle by Komech, A.I., Kopylova, E.A., Spohn, H.

“…We establish soliton-like asymptotics for finite energy solutions to the Dirac equation coupled to a relativistic particle. Any solution with initial state…”
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Interface motion in models with stochastic dynamics by SPOHN, H

“…The authors derive the phenomenological dynamics of interfaces from stochastic [open quotes]microscopic[close quotes] models. The main emphasis is on models…”
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The Infrared Behaviour in Nelson's Model of a Quantum Particle Coupled to a Massless Scalar Field by Lörinczi, J., Minlos, R. A., Spohn, H.

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Universality classes for deterministic surface growth by Krug, J., Spohn, H.

“…A scaling theory for the generalized deterministic Kardar-Parisi-Zhang (1986) equation with beta greater than 1, is developed to study the growth of a surface…”
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An exactly solved model of three-dimensional surface growth in the anisotropic KPZ regime by Prähofer, M., Spohn, H.

“…We generalize the surface growth model of Gates and Westcott to arbitrary inclination. The exact steady growth velocity is of saddle type with principal…”
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Enhanced binding through coupling to a quantum field by HIROSHIMA, F, SPOHN, H

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Negative-temperature states and large-scale, long-lived vortices in two-dimensional turbulence by EYINK, G. L, SPOHN, H

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Kardar-Parisi-Zhang universality class and the anchored Toom interface by Barkema, G T, Ferrari, P L, Lebowitz, J L, Spohn, H

“…We revisit the anchored Toom interface and use Kardar-Parisi-Zhang scaling theory to argue that the interface fluctuations are governed by the Airy1 process…”
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Bounds on the diffusion constant for the Rubinstein-Duke model of electrophoresis by Prähofer, M., Spohn, H.

“…We prove bounds on the diffusion constant for the Rubinstein-Duke model by means of a variational formula. The leading term decreases quadratically with the…”
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Polymers on disordered trees, spin glasses, and traveling waves by Derrida, B., Spohn, H.

“…We show that the problem of a directed polymer on a tree with disorder can be reduced to the study of nonlinear equations of reaction-diffusion type. These…”
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Universal distributions for growth processes in 1+1 dimensions and random matrices by Prahofer, M, Spohn, H

“…We develop a scaling theory for Kardar-Parisi-Zhang growth in one dimension by a detailed study of the polynuclear growth model. In particular, we identify…”
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Excess noise for driven diffusive systems by van Beijeren H, Kutner, R, Spohn, H

“…The steady-state scattering function for driven diffusive systems with a single conserved density is investigated in view of the intrinsically faster, as…”
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Fibrillarin: a new protein of the nucleolus identified by autoimmune sera by Ochs, R L, Lischwe, M A, Spohn, W H, Busch, H

“…Autoimmune serum from a patient with scleroderma was shown by indirect immunofluorescence to label nucleoli in a variety of cells tested including: rat…”
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Fluctuations of a stationary nonequilibrium interface by DERRIDA, B, LEBOWITZ, J. L, SPEER, E. R, SPOHN, H

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Adiabatic limit for the Maxwell-Lorentz equations by KUNZE, M, SPOHN, H

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Exact scaling functions for one-dimensional stationary KPZ growth by PRÄHOFER, Michael, SPOHN, Herbert

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Scaling limit for the space-time covariance of the stationary totally asymmetric simple exclusion process by FERRARI, Patrik L, SPOHN, Herbert

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Motion by Mean Curvature from the Ginzburg-Landau $\nabla\phi$ Interface Model by Funaki, T., Spohn, H.

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