The Extremal Point Process of Branching Brownian Motion in Rd

Explore a 44-minute lecture on the extremal point process of branching Brownian motion in Rd, presented by Julien Berestycki from the University of Oxford at the Institut Henri Poincaré. Delve into the collaborative research conducted with Yujin H. Kim, Eyal Lubetzky, Bastien Mallein, and Ofer Zeitouni. Investigate key questions about the behavior of particles in multidimensional branching Brownian motion, including their furthest travel from the origin at large times, the influence of early process conditions on the direction of the furthest particle, and the structure of the extremal point process. Compare the well-understood one-dimensional case with recent findings in higher dimensions. Gain insights into this complex mathematical topic, expanding your understanding of stochastic processes and their applications in spatial dimensions greater than one.

The extremal point process of branching Brownian motion in Rd