IST IST

Seminar on
Functional Analysis and Applications

Supported by The Center for Functional Analysis and Applications - CEAF.
      
Next talks: _______________________________________________________________________



  • December 20, 2013, Friday - 15h (Room P 3.10):

Natasha Samko
(Luleå University of Technology, Sweden and CEAF)

"Note on a two-weight estimates for the maximal operator in local Morrey spaces"


Abstract. We obtain general type sufficient conditions and necessary conditions on a pair (u; v) of weights u and v for the boundedness of the maximal operator from a generalized local Morrey space with the weight u to another one with the weight v, with some ”logarithmic gap” between these conditions. Both the conditions formally coincide if we omit a certain logarithmic factor in these conditions.




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