Publications from the 1970s:
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Comparison of the Lattice-Dynamics and Cell-Model Approximations with Monte-Carlo Thermodynamic Properties
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Comparison of Lennard-Jones and Exponential-Six Pair Potentials for Solid Argon at Low Pressure
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Soft-Sphere Equation of State
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Helmholtz Free-Energy Bounds from High-Temperature Series?
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Hard-Sphere Pressure Bound from a Reformulation of Solid-Phase Thermodynamics
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Thermodynamic Properties of Compressed Solid Hydrogen
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Statistical Theories of Melting
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Comparison of Classical Monte Carlo Experiments with Self-Consistent Phonon Theory: Elastic Constants for Solid Xenon
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Comparison of Classical Monte Carlo Experiments with Improved Self-Consistent Phonon Theory: Thermodynamic Properties of Solid Xe
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Thermodynamic Properties of the Fluid and Solid Phase for Inverse Power Potentials
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Statistical Mechanics of Phase Diagrams. I. Inverse Power Potentials and the Close-Packed to Body-Centered Cubic Transition
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Exact Dynamical Basis for a Fluctuating Cell Model
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High-Density Hydrogen Research
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Number Dependence of Small-Crystal Thermodynamics Properties. I
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Correlation of Theory and Experiment for High-Pressure Hydrogen
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Argon Shear Viscosity via a Lennard-Jones Potential with Equilibrium and Nonequilibrium Molecular Dynamics
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Two-Dimensional Computer Studies of Crystal Stability and Fluid Viscosity
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Statistical Analysis of Classical Few-Particle Systems
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Dense-Fluid Shear Viscosity via Nonequililbrium Molecular Dynamics
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Dense Fluid Shear Viscosity and Thermal Conductivity – The Excess
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Generalized van der Waals Equation of State
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Nonequilibrium Molecular Dynamics
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Microscopic Fracture Studies in the Two-Dimensional Triangular Lattice
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Shear Viscosity via Periodic Nonequilibrium Molecular Dynamics
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Computer Simulation of Hexagonal Ice
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Steady State Dislocation Motion via Molecular Dynamics
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Statistical Mechanics
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Edge-Dislocation Displacements in an Elastic Strip
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A Uniformly Moving Edge Dislocation in an Elastic Strip
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Nonlinear Dislocation Motion via Nonequilibrium Molecular Dynamics
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Exact Hard-Disk Free Volumes
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Structure of a Shock-Wave Front in a Liquid
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Pressure-Volume Work Exercises Illustrating the First and Second Laws