most citedBMO on shapes and sharp constants

5 citations · 5 across the 2 of their papers we have counts for

collaborators

3 papers

math.FA2020

BMO and the John-Nirenberg Inequality on Measure Spaces

Galia Dafni, Ryan Gibara, Andrew Lavigne

We study the space BMO in the general setting of a measure space with a fixed collection of measurable sets of positive and finite measure, consisting of…

math.FA2020

Geometric maximal operators and BMO on product bases

Galia Dafni, Ryan Gibara, Hong Yue

We consider the problem of the boundedness of maximal operators on BMO on shapes in . We prove that for bases of shapes with an engulfing property, the corresponding…

math.FA2019★ 5 cited

BMO on shapes and sharp constants

Galia Dafni, Ryan Gibara

We consider a very general definition of BMO on a domain in , where the mean oscillation is taken with respect to a basis of shapes, i.e. a collection of open sets co…