Publications from the 1960s:
  1. On the Interaction of Colloidal Particles
  2. Sixth Virial Coefficients for Gases of Parallel Hard Lines, Hard Squares, and Hard Cubes
  3. Inexpensive Stuart-type Molecular Models
  4. Second Virial Coefficients for the Spherical Shell Potential
  5. Sixth and Seventh Virial Coefficients for the Parallel Hard Cube Model
  6. Some Remarks on the Equation of State for Hard Repulsive Potentials
  7. Determination of Virial Coefficients from the Potential of Mean Force
  8. Comparison of Some Exact and Approximate Results for Gases of Parallel Hard Lines, Squares, and Cubes
  9. Cooperative Motion of Hard Disks Leading to Melting
  10. High-Density Equation of State for Hard Parallel Squares and Cubes
  11. Fifth and Sixth Virial Coefficients for Hard Spheres and Hard Disks
  12. On the Signs of the Hard Sphere Virial Coefficients
  13. Reformulation of the Virial Series for Classical Fluids
  14. Dependence of Lattice Gas Properties on Mesh Size
  15. Bounds on the Configurational Integral for Hard Parallel Squares and Cubes
  16. Calculation of Virial Coefficients. Squares and Cubes with Attractive Forces
  17. Pressure and Entropy for Hard Particles at High Density
  18. Cell Theories for Hard Particles
  19. Thermodynamic Properties of a Simple Hard-Core System
  20. Studies in Molecular Dynamics IV. The Pressure, Collision Rate, and Their Number Dependence for Hard Disks
  21. Seventh Virial Coefficients for Hard Spheres and Hard Disks
  22. Use of Computer Experiments to Locate the Melting Transition and Calculate the Entropy in the Solid Phase
  23. Shockwave Studies in Condensed Media
  24. Entropy for Small Classical Crystals
  25. Melting Transition and Communal Entropy for Hard Spheres
  26. Studies in Molecular Dynamics V. High-Density Equation of State and Entropy for Hard Disks and Spheres
  27. Numerical Statistical Mechanics
  28. Shockwave Studies in Condensed Media
  29. Monte Carlo Simulation of Vacancies in Rare-Gas Crystals
  30. Isothermal Elastic Constants for Argon. Theory and Monte Carlo Calculations
  31. Adiabatic Elastic Constants for Argon. Theory and Monte Carlo Calculations