Besov spaces on fractals and tempered Radon measures

Kabanava, Maryia GND

We study Besov spaces on d-sets and provide their characterization by means of Hölder-continuous atoms, wavelets and counterparts of Faber-Schauder functions. We follow the connection between isotropic Besov spaces on d-sets, which are obtained as a cartesian product of bizarre fractal curves, and anisotropic Besov spaces on the unit cube. We also clarify the relation between Radon measure, tempered distributions and weighted Besov spaces.

Cite

Citation style:

Kabanava, Maryia: Besov spaces on fractals and tempered Radon measures. 2011.

Access Statistic

Total:
Downloads:
Abtractviews:
Last 12 Month:
Downloads:
Abtractviews:

open graphic

Export