7 citations · 7 across the 2 of their papers we have counts for
2 papers
math.MG2021
A Fubini-type theorem for Hausdorff dimension
K. Héra, T. Keleti, A. Máthé
It is well known that a classical Fubini theorem for Hausdorff dimension cannot hold; that is, the dimension of the intersections of a fixed set with a parallel family of planes do…
math.MG2017★ 7 cited
Hausdorff dimension of unions of affine subspaces and of Furstenberg-type sets
K. Héra, T. Keleti, A. Máthé
We prove that for any and , the union of any nonempty -Hausdorff dimensional family of -dimensional affine subspaces of has Hausdorff dime…