Fernando Quintino

most citedPhase transition of capacity for the uniform

G_{δ}

-sets

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

collaborators

2 papers

math.DS2020

Logarithmic capacity of random $G_{δ}$ -sets

Fernando Quintino

We study the logarithmic capacity of $G_{δ}$ subsets of the interval $[0, 1] .$ Let $S$ be of the form \begin{align*} S=\bigcap_m \bigcup_{k\ge m} I_k, \end{align*} where each $I_{k}$ is…

math.DS2019★ 2 cited

Phase transition of capacity for the uniform $G_{δ}$ -sets

Victor Kleptsyn, Fernando Quintino

We consider a family of dense $G_{δ}$ subsets of $[0, 1]$ , defined as intersections of unions of small uniformly distributed intervals, and study their capacity. Changing the speed at…

Logarithmic capacity of random Gδ​-sets

Phase transition of capacity for the uniform Gδ​-sets

Logarithmic capacity of random $G_{δ}$ -sets

Phase transition of capacity for the uniform $G_{δ}$ -sets