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# Professor Balint Toth

## Professor Balint Toth

PhD(Hung.Acad.Sc.), DSc(Hung.Acad.Sc.)

Chair in Probability
## Summary

## Biography

## Teaching

## Memberships

### Organisations

### Mathematical Physics

### Probability, Analysis and Dynamics

### Research themes

## Links

## Recent publications

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PhD(Hung.Acad.Sc.), DSc(Hung.Acad.Sc.)

Office 1.44

Fry BuildingWoodland Road,

BS8 1UG

(See a map)

+44 (0) 117 42 84919

balint.toth@bristol.ac.uk

For research details go to my personal web page at http://www.maths.bris.ac.uk/~mabat/

In 2015 Autumn Term I am teaching the following courses:

Martingale Theory (MATH 26204, MATH M6204) [weeks 1-6]

Stochastic Processes (MATH M6006) [weeks 7-12]

Percolation Theory TCC graduate course [weeks 3-10]

- Toth, B, 2018, ‘Quenched central limit theorem for random walks in doubly stochastic random environment’.
*Annals of Probability*, vol 46., pp. 3558-3577 - Kozma, G & Toth, BA, 2017, ‘Central Limit Theorem for Random Walks in Doubly Stochastic Random Environment: H
_{-1}Suffices’.*Annals of Probability*, vol 45., pp. 4307-4347 - Balazs, M, Nagy, AL, Toth, B & Tóth, I, 2016, ‘Coexistence of shocks and rarefaction fans: complex phase diagram of a simple hyperbolic particle system’.
*Journal of Statistical Physics*, vol 165., pp. 115-125 - Marklof, J & Toth, BA, 2016, ‘Superdiffusion in the periodic Lorentz gas’.
*Communications in Mathematical Physics*, vol 347., pp. 933-981 - Crane, ET, Freeman, NP & Toth, BA, 2015, ‘Cluster growth in the dynamical Erdös-Rényi process with forest fires’.
*Electronic Journal of Probability*, vol 20. - Balázs, M, Rácz, MZ & Tóth, B, 2014, ‘Modeling flocks and prices: Jumping particles with an attractive interaction’.
*Annales de l'Institut Henri Poincaré (B) Probabilités et Statistiques*, vol 50., pp. 425-454 - Toth, B, Vajna, S & Kertesz, J, 2013, ‘Modelling bursty time series’.
*New Journal of Physics*, vol 15., pp. 1-16 - Toth, B, 2013, ‘Comment on a theorem of M. Maxwell and M. Woodroofe’.
*Electronic Communications in Probability*, vol 18. - Toth, B & Dumaz, L, 2013, ‘Marginal densities of the "true'' self-repelling motion’.
*Stochastic Processes and their Applications*., pp. 1454-1471 - Toth, B, Werner, W & Erschler, A, 2012, ‘Some locally self-interacting walks on the integers’. in: J-D Deuschel, et al (eds)
*Probability in complex physical systems*. Springer, pp. 313-338

View complete publications list in the University of Bristol publications system

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