Joaquin G. Prandi

collaborators

2 papers

math.DS2026

When the weak separation condition implies the generalize finite type in $R^{d}$

Kevin G. Hare, Joaquin G. Prandi

Let $S$ be an iterated function system in $R^{d}$ , with full support and some restrictions on the allowable rotations. We show that $S$ satisfies the wea…

math.DS2025

Bounding the Local Dimension of the Convolution of Measures

Kevin G. Hare, Joaquin G. Prandi

We study the local dimension of the convolution of two measures. We give conditions for bounding the local dimension of the convolution on the basis of the local dimension of one o…

When the weak separation condition implies the generalize finite type in Rd

Bounding the Local Dimension of the Convolution of Measures

When the weak separation condition implies the generalize finite type in $R^{d}$