SAMUEL G. G. JOHNSTON

Mathematician


CV SUMMARY

Employment

2022 - present: Lecturer in Probability Theory, King's College London

2020 - 2022: Postdoc, University of Bath

2019 - 2020: Postdoc, University of Graz

2017 - 2019: Postdoc, University College Dublin

Education

2014 - 2017: PhD in Probability, University of Bath

2010 - 2014: MMath, University of Oxford

RESEARCH INTERESTS

I have broad research interests in probability and related areas, including stochastic processes, free probability, random matrices, statistical physics, integrable combinatorics, asymptotic geometric analysis, and in combinatorial approaches to the Jacobian conjecture.

PUBLICATIONS

PREPRINTS

     arXiv

(submitted) arXiv

(submitted) arXiv

(submitted) arXiv

ACCEPTED PUBLICATIONS

To appear in Ann. Probab.,  arXiv

To appear in J. Math. Biol., arXiv

To appear in Ann. Appl. Probab., arXiv

To appear in Ann. Appl. Probab., arXiv

To appear in J. Algebra, arXiv

To appear in Ann. Probab., arXiv

11. S.G.G. Johnston and J. Prochno (2022).  Faà  di Bruno's formula and inversion of power series.

To appear in Adv. Math., arXiv

12. J. Heiny, S.G.G. Johnston and J. Prochno (2022). Thin shell theory for rotationally invariant random simplices.

To appear in Electron J. Probab., arXiv

13. S.G.G. Johnston and J. Prochno (2022). A Maxwell principle for generalized Orlicz balls.

To appear in AIHP, arXiv 

14. S.G.G. Johnston, Z. Kabluchko and J. Prochno (2022). Projections of the uniform distribution on the unit cube - a large deviations perspective. 

To appear in Studia. Math., arXiv

15. S.G.G. Johnston and J. Prochno (2022).  Berry-Esseen bounds for random projections of Lp-Balls.

Published in Studia. Math., arXiv

16. S.G.G. Johnston and N. O'Connell (2020).  Scaling limits for non-intersecting polymers and Whittaker measures.

Published in J. Stat. Phys., arXiv

17. S.C. Harris, S.G.G. Johnston and M.I. Roberts (2020). The coalescent structure of continuous-time Galton-Watson trees.

Published in Ann. Appl. Probab., arXiv

18. S.G.G. Johnston (2019). The genealogy of Galton-Watson trees.

          Published in Electron. J. Probab.,arXiv

OTHER WORK/NOTES:

19. S.G.G. Johnston (2022). Beads on the torus via scaling limits of dimer matchings.

arXiv


INVITED TALKS

2024

2023

2022

2021

2020

2019

2018

2017

CONTACT

Department of Mathematics, Faculty of Natural, Mathematical & Engineering Sciences, Strand Building, King's College London,

London, WC2R 2LS, United Kingdom.


sgg(surname)atgmail.com