Terence L. J. Harris

collaborators

2 papers

math.CA2026

On the parabolic Hausdorff dimension of orthogonal projections

Terence L. J. Harris, Pertti Mattila

For Borel sets $A \subset R^{n} \times R$ we prove lower bounds for the parabolic Hausdorff dimension of the orthogonal projections of $A$ on generic $m$ -dimensional…

math.AP2026

Maximal inequalities and the decay of Fourier transforms of measures

Terence L. J. Harris

It is shown that SchrÃ¶dinger maximal inequalities over fractals are equivalent to the $L^{2}$ decay rates of Fourier transforms of fractal measures over the paraboloid. A similar co…