All Stories

  1. Efficient spline orthogonal basis for representation of density functions
  2. Innovative Approach to Wind Direction Data Analyses: A Compositional Periodic Spline Representation in Bayes Spaces
  3. Prediction with Mixed Effects Smooth Models by using P-Splines
  4. Statistical Analysis of Bivariate Densities with Compositional Splines
  5. Parameter identification in contact problems for Gao beam
  6. Principal Component Analysis for Distributions Observed by Samples in Bayes Spaces
  7. Post-Buckling Solutions for the Gao Beam
  8. Analysis of Berger nonlinear elastic static plate bending of rectangular plates
  9. Identification problem for nonlinear beam -- extension for different types of boundary conditions
  10. Bivariate densities in Bayes spaces: orthogonal decomposition and spline representation
  11. Optimal thickness distribution of stepped nonlinear Gao beam
  12. Comments on the large deformation elastic beam model developed by D.Y. Gao
  13. Identification Problem for Nonlinear Gao Beam
  14. Compositional splines for representation of density functions
  15. A comparison of seed germination coefficients using functional regression
  16. Physical Dormancy Release in Medicago truncatula Seeds Is Related to Environmental Variations
  17. Variation in wild pea (Pisum sativumsubsp.elatius) seed dormancy and its relationship to the environment and seed coat traits
  18. Compositional regression with functional response
  19. Control variational method approach to bending and contact problems for Gao beam
  20. Solution of contact problems for Gao beam and elastic foundation
  21. A comparison of two tests in multivariate models
  22. Preprocessing of centred logratio transformed density functions using smoothing splines
  23. Optimal control of system governed by the Gao beam equation
  24. Mixed finite element solutions to contact problems of nonlinear Gao beam on elastic foundation
  25. Solution of Contact Problems for Nonlinear Gao Beam and Obstacle
  26. An interior-point algorithm for the minimization arising from 3D contact problems with friction
  27. On the Moore–Penrose inverse in solving saddle‐point systems with singular diagonal blocks
  28. Solving the Beam Bending Problem with an Unilateral Winkler Foundation