Dr. Yuliya Babenko
Research
Research





Current CV

Research Interests:

  • Approximation Theory
  • Numerical Analysis
  • Spline Theory
  • Computer Aided Geometric Design
  • Theory of Inequalities
  • Computational and Discrete Geometry

    Summary of PhD Thesis: The problem I addressed was to find good adaptive algorithms for choosing knots and best partitions of a region (in any dimension) to interpolate (or approximate in some norm) an arbitrary smooth surface with a spline surface and to determine the asymptotics of the optimal error.

    Geneology

  • Links


    Upcoming conferences in AT

    Alan Pinkus's site on history of Approximation Theory

    Surveys in Approximation Theory

    AT-NET

    Schumaker/deBoor Spline Bibliography


    Quotations of mathematicians


    Seminar in Applied and Constructive Mathematics

    Geometry and Analysis seminar

    7 Gems of Approximation Theory