Extremes in the branching random walk | Zhan Shi | Лекториум
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Опубликовано 25 июля 2013, 14:35
Extremes in the branching random walk | Лектор: Zhan Shi | Организатор: Математическая лаборатория имени П.Л.Чебышева
Смотрите это видео на Лекториуме: lektorium.tv/lecture/14494
Summary: The branching random walk is a random walk with a branching mechanism. Maybe more interestingly, it can be viewed as a branching process in which each individual in the population is endowed with a spatial parameter representing the fitness of the individual. In the talk, I will be interested in the supercritical regime, and will make a few elementary discussions on asymptotic properties of extreme values in the branching random walk. Joint work with E. Aidekon and Y. Hu.
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Смотрите это видео на Лекториуме: lektorium.tv/lecture/14494
Summary: The branching random walk is a random walk with a branching mechanism. Maybe more interestingly, it can be viewed as a branching process in which each individual in the population is endowed with a spatial parameter representing the fitness of the individual. In the talk, I will be interested in the supercritical regime, and will make a few elementary discussions on asymptotic properties of extreme values in the branching random walk. Joint work with E. Aidekon and Y. Hu.
Подписывайтесь на канал: lektorium.tv/ZJA
Следите за новостями:
vk.com/openlektorium
facebook.com/openlektorium
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