Branching Brownian motion

Simon C Harris, Matthew I Roberts

OAI: oai:purehost.bath.ac.uk:openaire_cris_publications/0df1dc37-18f9-48bc-8e94-caa04a5ee119 • DOI: https://doi.org/10.1007/978-3-642-27461-9_17

We give a proof of a result on the growth of the number of particles along chosen paths in a branching Brownian motion. The work follows the approach of classical large deviations results, in which paths of particles in C[0, T], for large T, are rescaled onto C[0, 1]. The methods used are probabilistic and take advantage of modern spine techniques.