Test titleTest title
- 講者Speaker
- TEST (測試者)
- 單位Affiliation
- 國立台灣大學National Taiwan University
- 日期Date
- 2026 年 11 月 5 日(星期四)Thursday, November 5, 2026
- 地點Venue
- 台大數學系天文數學館 302 室R302, Astro-Math Building, NTU
演講摘要Abstract
Nothing
請寄一封主旨為 Subscribe 或 Unsubscribe 的空白信到 ntu-seminars@prob.tw。Send an empty email with Subscribe or Unsubscribe as the subject to ntu-seminars@prob.tw.
除了特別情況之外,這學期的演講安排在星期二下午 15:30 - 17:00,頻率為兩週一次,其他細節請見下面的演講公告。
The talks are scheduled fortnightly from 15:30 to 17:00 on Tuesdays, unless otherwise mentioned. Please see announcements for details.
Nothing
Nothing
Nothing
In this talk, I will talk about the univariate case of Selberg central limit theorem in a bit more detail. We will mainly discuss the new method introduced by Radziwill and Soundararajan (DOI 10.4171/LEM/63-1/2-1) and will avoid non-probabilistic technical calculations.
The Mandelbrot Percolation serves one of the most intuitive examples of a fractal set that is the projection of a Galton-Watson tree, with good separation and hence dimensional properties.
Yet, attempts on understanding its properties finer than dimensions also yield substantial results. This talk highlights Steffen Winter's takes on controlling from below its critical probability for percolation via meticulous studies on two forms of nearest-neighbour relations.
Reference:
Klatt, M. A.; Winter, S.
Geometric functionals of fractal percolation
2020. Advances in applied probability, 52 (4), 1085–1126
Klatt, M. A.; Winter, S.
Almost sure convergence and second moments of geometric functionals of fractal percolation
2023. Advances in Applied Probability, 55 (4), 1–33