Wavelet techniques in regularity analysis and applications to partialdifferential aquations with singularities.

15 April 2013 → 14 October 2013
Regional and community funding: Special Research Fund
Research disciplines
  • Natural sciences
    • Analysis
wavel techiniques regularity theory generalized functions besov spaces partial differential equations
Project description

This project develops new descriptions of functions spaces for measuring smoothness, among them besov spaces, in terms of decay estimates for wavelet coefficients and allied transforms. We intend to apply the resultst to regularity analysis of solutions to hyperbolic differential equantions with sinular data.