All Stories

  1. Inverse Langevin-like function for statistical description of the polymer chain in orienting fields
  2. Exact and approximate solutions of the infinite integrals of the asperity height distribution for the Greenwood-Williamson and the Greenwood-Tripp asperity contact models
  3. A comprehensive study of the mathematical methods used to approximate the inverse Langevin function
  4. New facts concerning the approximation of the inverse Langevin function
  5. Numerical Verification of Analytical Results for Statistical Description of Polymer Chains in Nematic Systems
  6. Approximation of the inverse Langevin function revisited
  7. Cover Picture: Macromol. Theory Simul. 5∕2014
  8. Stress-Strain Relations for Nematic Polymer Networks with Various Concentrations of Flexible and Stiff Parts
  9. Numerical and Experimental Investigation of Plastic Interaction Between Rough Surfaces
  10. Approximation of Smooth Functions by Weighted Means of N-Point Padé Approximants
  11. Stress-Strain Relation for Polymer Networks Near the Isotropic-Nematic Transition
  12. Approximation of the Integrals of the Gaussian Distribution of Asperity Heights in the Greenwood-Tripp Contact Model of Two Rough Surfaces Revisited
  13. Computation of the -Table Related to the Padé Approximation
  14. Compatibility of Continued Fraction Convergents with Padé Approximants