Mo Dick Wong

activity

20232026

most citedMartingale central limit theorem for random multiplicative functions

1 citations · 3 across the 8 of their papers we have counts for

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4 papers · 1 filter

math.PR2025

Scaling limits of critical FK-decorated random planar maps with $q = 4$

William Da Silva, Xingjian Hu, Ellen Powell +1

We establish the first scaling limit for FK( $q$ )-weighted planar maps in the critical case $q = 4$ , resolving a problem that has remained open since Sheffield's seminal work arXiv:11…

math.NT2025

On the limiting distribution of sums of random multiplicative functions

Ofir Gorodetsky, Mo Dick Wong

We establish the limiting distribution of $\frac{( l o g l o g x ) ^{1/4}}{x} \sum_{n \leq x} α (n)$ where $α$ is a Steinhaus random multiplicative function, answering a question o…

math.PR2025

Fluctuations for diameter and perimeter of convex hulls of multiple random walks

Wojciech Cygan, Tomislav Kralj, Nikola Sandrić +3

We study the diameter and perimeter of the convex hull generated by finitely many independent planar random walks whose increments have finite second moments. The large-time fluctu…

math.NT2025

Multiplicative chaos measure for multiplicative functions: the $L^{1}$ -regime

Ofir Gorodetsky, Mo Dick Wong

Let $α$ be a Steinhaus random multiplicative function. For a wide class of multiplicative functions $f$ we construct a multiplicative chaos measure arising from the Dirichlet serie…

Scaling limits of critical FK-decorated random planar maps with q=4

On the limiting distribution of sums of random multiplicative functions

Fluctuations for diameter and perimeter of convex hulls of multiple random walks

Multiplicative chaos measure for multiplicative functions: the L1-regime

Scaling limits of critical FK-decorated random planar maps with $q = 4$

Multiplicative chaos measure for multiplicative functions: the $L^{1}$ -regime