2 citations · 2 across the 6 of their papers we have counts for
Showing 2026Show all
3 papers · 1 filter
math.PR2026
On the distortion of random triangulations
Jason Miller, Julian Ransford, Fredy Yip
For each , let be a uniformly random (rooted, Type I) triangulation of the sphere with vertices, viewed as a metric space equipped with its graph distan…
math.CO2026
Product-free subsets of
Leonardo Franchi, W. T. Gowers, Fredy Yip
The third problem in Ben Green's collection of 100 open problems asks whether an open subset of that does not contain with must have measure at most 1/3. We…
math.NT2026
Multivariate and quantitative Erdős-Kac laws for Beatty sequences
Fredy Yip
The classical Erdős-Kac theorem states that for chosen uniformly at random from , the random variable converges in distribu…