Harris, S. C. and Roberts, M. I., 2012. Branching Brownian motion: Almost sure growth along scaled paths. Berlin: Springer, pp. 375-399. (Lecture Notes in Mathematics; 2046)
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.
|Item Type ||Conference or Workshop Items (UNSPECIFIED)|
|Creators||Harris, S. C.and Roberts, M. I.|
|Departments||Faculty of Science > Mathematical Sciences|
|Publisher Statement||Harris_SPXLIV_2011.pdf: The original publication is available at www.springerlink.com|
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