Ageing phenomena without detailed balance: the contact process
The long-time dynamics of the 1D contact process suddenly brought out of an uncorrelated initial state is studied through a
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A critical evaluation of dynamic fracture simulations using cohesive surfaces
Finite element calculations of dynamic fracture based on embedding cohesive surfaces in a continuum indicate that the predictions are sensitive
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A Keck/Deimos Survey of Red Giant Branch Stars in the Outskirts of M31
We are using the DEIMOS multi-object spectrograph on the Keck II 10m telescope to conduct a spectroscopic survey of red
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A Lossy Method for Compressing Raw CCD Images
This paper describes a lossy method for compressing raw images produced by CCDs or similar devices. The method is very
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A Map of the Cosmic Microwave Background from the BEAST Experiment
We present the first sky maps from the BEAST (Background Emission Anisotropy Scanning Telescope) experiment. BEAST consists of a 2.2
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An Efficient Monte Carlo Algorithm for a Restricted Class of Scattering Problems in Radiation Transfer
We describe an efficient Monte Carlo algorithm for a restricted class of scattering problems in radiation transfer. This class includes
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A new classification and a two-parameter unification of BL Lacertae objects
A new continuous classification system for BL Lacertae (BL Lac) objects is proposed. The peak frequency of the synchrotron component
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Anharmonic O(N) oscillator model in next-to-leading order of the 1/N expansion
An extended Holstein-Primakoff mapping which incorporates both single- and double boson mappings is used in the context of O(N+1) anharmonic
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An introduction to the Einstein-Vlasov system
These lectures are designed to provide a general introduction to the Einstein-Vlasov system and to the global Cauchy problem for
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A Personal List of Unsolved Problems Concerning Lattice Gases and Antiferromagnetic Potts Models
I review recent results and unsolved problems concerning the hard-core lattice gas and the q-coloring model (antiferromagnetic Potts model at
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A Two-Dimensional Model with Chiral Condensates and Cooper Pairs Having QCD-like Phase Structure
We describe how a generalization of the original Gross-Neveu model from U(N) to O(N) flavor symmetry leads to the appearance
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Averaging out Inhomogeneous Newtonian Cosmologies: III. The Averaged Navier-Stokes-Poisson Equations
The basic concepts and hypotheses of Newtonian Cosmology necessary for a consistent treatment of the averaged cosmological dynamics are formulated
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Black Hole Mass Determinations From Orbit Superposition Models are Reliable
We show that orbit-superposition dynamical models (Schwarzschild's method) provide reliable estimates of nuclear black hole masses and errors when constructed
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Blow-up for solutions of hyperbolic PDE and spacetime singularities
An important question in mathematical relativity theory is that of the nature of spacetime singularities. The equations of general relativity,
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Bounds on CPT and Lorentz violation from experiments with kaons
Possible signals for indirect CPT violation arising in experiments with neutral kaons are considered in the context of a general
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Buchmüller Scaling, the QCD Pomeron, and Tevatron Diffractive Hard Scattering
We discuss the observed scaling of the small-x diffractive and total deep-inelastic structure functions at HERA. We argue that the
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Chiral Gauge Models on a Lattice
Chiral gauge groups acting on a lattice fermion field are constructed such that all fermion modes (doublers) have the same
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Chirality Violation in the QCD High-Energy S-Matrix
In a previous paper it has been shown that the infra-red divergence associated with the triangle graph axial anomaly can
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Cohomology groups for projection point patterns
Aperiodic point sets (or tilings) which can be obtained by the method of cut and projection from higher dimensional periodic
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Collapse of a randomly forced particle: a comment
We refute the arguments by Anton in cond-mat/0004390, which set out to disprove the existence of a collapse transition for
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Color--Sextet Quark Condensation in QCD
We suggest that the sextet color condensation model is not only the simplest and most attractive scheme to modify the
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Color--Sextet Quark Condensation In QCD
We present the minimal sextet--quark condensation model as an attractive alternative to the standard model. The model is constructed by
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Competing Condensates in Two Dimensions
We generalize our previous 2-dimensional model in which a pairing condensate psi-psi was generated at large N. In the present
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Conformally Symmetric Contributions to BFKL Evolution at Next to Leading Order
Unitarity corrections to the BFKL evolution at next to leading order determine a new component of the evolution kernel which
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