Can I read Product of functions in $\BMO$ and $\H^{1}$ in non-homogeneous spaces on EtoBox?

Product of functions in $\BMO$ and $\H^{1}$ in non-homogeneous spaces by Feuto, Justin is a scholarly article available to read on EtoBox.

What is Product of functions in $\BMO$ and $\H^{1}$ in non-homogeneous spaces about?

Under the assumption that the underlying measure is a non-negative Radon measure which only satisfies some growth condition and may not be doubling, we define the product of functions in the regular $BMO$ and the atomic block $\H^{1}$ in the sense of distribution, and show that this product may be split into two parts, one in $L^{1}$ and the other in some Hardy-Orlicz space.

Author

Feuto, Justin

Published

2009

Language

EN