Publications and Preprints

Preprints


Log-concavity and concentration bounds for a single gap between GUE eigenvalues.


Explicit correlation functions for the six-vertex model in the free-fermion regime.


On creating convexity in high dimensions.


On the limiting Horn inequalities.


The macroscopic shape of Gelfand–Tsetlin patterns and free probability.


The largest fragment in self-similar fragmentation processes of positive index.


Accepted Publications

Free probability via entropic optimal transport. 

Invent. Math.


The Brownian marble.

Probab. Theory Related Fields 


The integrable snake model.

Ann. Probab.


Random planar trees and the Jacobian conjecture.

J. London Math. Soc. 


Continuous Kasteleyn theory for the bead model.  

J. Eur. Math. Soc.


Universality classes for the coalescent structure of heavy-tailed Galton–Watson trees. 

Ann. Probab.


The coalescent structure of uniform and Poisson samples from multitype branching processes.

Ann. Appl. Probab.


Multitype Λ-coalescents.

Ann. Appl. Probab.


Sharp concentration for the largest and smallest fragment in a k-regular self-similar fragmentation. 

Ann. Probab.


A degree bound for strongly nilpotent polynomial automorphisms. 

J. Algebra.


Faà di Bruno’s formula and inversion of power series. 

Adv. Math.


Ancestral reproductive bias in branching processes. 

J. Math. Biol.


A Maxwell principle for generalized Orlicz balls.

Ann. Inst. Henri Poincaré Probab. Stat.


Thin-shell theory for rotationally invariant random simplices. 

Electron. J. Probab.


Berry–Esseen bounds for random projections of ℓₚᴺ balls. 

Studia Math.


Projections of the uniform distribution on the cube — a large deviation perspective. 

Studia Math. 


Scaling limits for directed polymers and Whittaker measures. 

J. Stat. Phys.


The coalescent structure of continuous-time Galton–Watson trees. 

Ann. Appl. Probab.


The genealogy of Galton–Watson trees. 

Electron. J. Probab.


Miscellaneous


S. G. G. Johnston (2023). 

A fast Berry-Esseen theorem under minimal density assumptions


S. G. G. Johnston (2022). 

Beads on the torus via scaling limits of lozenge tilings