All Stories

  1. Numerical solution of a linear Volterra integro-differential problem
  2. Approximation of Bivariate Functions by Generalized Wendland Radial Basis Functions
  3. A Shape-Preserving Variational Spline Approximation Problem for Hole Filling in Generalized Offset Surfaces
  4. Fitting and filling of 3D datasets with volume constraints using radial basis functions under tension
  5. Approximation of 3D trapezoidal fuzzy data using radial basis functions
  6. Numerical Solution of Linear Volterra Integral Equation Systems of Second Kind by Radial Basis Functions
  7. Reconstruction approximating method by biquadratic splines of offset surfaces holes
  8. Economic Statistical Splicing Data Using Smoothing Quadratic Splines
  9. Optimal Centers’ Allocation in Smoothing or Interpolating with Radial Basis Functions
  10. A variational method for solving two-dimensional Bratu’s problem
  11. Approximation of generalized offset surfaces by bicubic splines
  12. Approximation of surfaces by modified Helmholtz splines
  13. Optimal knots allocation in the cubic and bicubic spline interpolation problems
  14. 3D fuzzy data approximation by fuzzy smoothing bicubic splines
  15. Approximation of fuzzy functions by fuzzy interpolating bicubic splines: 2018 CMMSE conference
  16. Evolutionary computation for optimal knots allocation in smoothing splines of one or two variables
  17. Filling holes with geometric and volumetric constraints
  18. Numerical approximation using evolution PDE variational splines
  19. The optimum shape of an arch under non-symmetric loading conditions
  20. Filling holes with shape preserving conditions
  21. Image fusion using nonlinear discrete multiresolution transform: the case of harmonic mean
  22. The variational spline method for solving Troesch’s problem
  23. Measurement of Road Consistency on Two-lane Rural Highways in Granada (Spain)
  24. Mathematical formulation and preliminary testing of a spline approximation algorithm for the extraction of road alignments
  25. Interpolating minimal energyC1-Surfaces on Powell-Sabin Triangulations: Application to the resolution of elliptic problems
  26. Proposal of a New Global Model of Consistency: Application in Two-Lane Rural Highways in Spain
  27. Optimization of the parameters of surfaces by interpolating variational bicubic splines
  28. Determination of alignments in existing roads by using spline techniques
  29. A hole filling method for explicit and parametric surfaces by using -Powell Sabin splines
  30. Approximation of vector fields using discrete div–rot variational splines in a finite element space
  31. Approximation of patches by -finite elements of Powell–Sabin type
  32. Automatic knot adjustment for b-spline smoothing approximation using improved clustering algorithm
  33. Construction of global surfaces by variational evolutionary PDE splines
  34. Evolutionary computation for optimal knots allocation in smoothing splines
  35. Geometric continuity of blending surfaces
  36. An approximation problem of noisy data by cubic and bicubic splines
  37. A variational method for solving Fredholm integral systems
  38. Numerical approximation by discrete interpolating variational splines
  39. Hole filling on surfaces by discrete variational splines
  40. Biomass potential in Andalusia, from grapevines, olives, fruit trees and poplar, for providing heating in homes
  41. Dynamic magnification factors of SDOF oscillators under harmonic loading
  42. A hole filling method for surfaces by using -Powell–Sabin splines. Estimation of the smoothing parameters
  43. Variational trivariate fitting using Worsey–Piper macro elements on tetrahedral partitions
  44. Fuzzy data approximation using smoothing cubic splines: Similarity and error analysis
  45. Optimization of parameters for curve interpolation by cubic splines
  46. Recent developments in optimal reinforcement of RC beam and column sections
  47. A new approach to estimate the interpolation error of fuzzy data using similarity measures of fuzzy numbers
  48. Filling polygonal holes with minimal energy surfaces on Powell–Sabin type triangulations
  49. Multiresolution Analysis for Minimal Energy C r -Surfaces on Powell-Sabin Type Meshes
  50. An Innovation Teaching Experience Following Guidelines of European Space of Higher Education in the Interactive Learning
  51. An Innovative Educational Project at the University of Granada
  52. An approximation method with data selection process
  53. Discrete approximation by variational vector splines for noisy data
  54. The Frenet frame beyond classical differential geometry: Application to cartographic generalization of roads
  55. Construction and approximation of surfaces by discrete PDE splines on a polygonal domain
  56. Approximation by interpolating variational splines
  57. Multivariate approximation by PDE splines
  58. Minimal energy
  59. Minimal energy surfaces on Powell–Sabin type triangulations
  60. Hybridization of intelligent techniques and ARIMA models for time series prediction
  61. Bivariate variational splines with monotonicity constraints
  62. Minimal energy -surfaces on uniform Powell-Sabin type meshes
  63. A convergence result for a least-squares method using Schauder bases
  64. Construction of blending surfaces by parametric discrete interpolation PDE splines
  65. Approximation by smoothing variational vector splines for noisy data
  66. Soft-computing techniques and ARMA model for time series prediction
  67. A note on the discrete approximation of discontinuous curves and surfaces
  68. Theorem of optimal reinforcement for reinforced concrete cross sections
  69. Approximation of discontinuous curves and surfaces with tangent conditions
  70. Construction of surfaces by discrete variational splines with parallelism conditions
  71. Analysis of the Functional Block and Operator Involved in Fuzzy System Design
  72. Construction of ODE Curves
  73. Variational bivariate interpolating splines with positivity constraints
  74. Schauder bases in banach spaces: application to numerical solutions of differential equations
  75. Approximation of curves by fairness splines with tangent conditions
  76. Spline approximation of discontinuous multivariate functions from scattered data
  77. Approximation by shape preserving interpolation splines
  78. Approximation by discrete variational splines
  79. Construction of curves with parallelism conditions
  80. Smoothing variational splines
  81. An Innovative Educational Project at the University of Granada