清华主页 EN
导航菜单

The critical disordered pinning measure

来源: 12-04

时间:Thur., 15:40-16:40, Dec. 5, 2024

地点:C548, Shuangqing Complex Building A

主讲人:Jinjiong Yu

YMSC Probability Seminar 概率论讨论班

Organizers:

吴昊、杨帆、姜建平、顾陈琳

Speaker:

Jinjiong Yu 俞锦炯

华东师范大学

Time:

Thur., 15:40-16:40, Dec. 5, 2024

Venue:

C548, Shuangqing Complex Building A

Title:

The critical disordered pinning measure

Abstract:

A disordered pinning model is called disorder relevant if even arbitrarily small amounts of disorder can qualitatively alter the typical behavior of the pure model. We study the marginally relevant pinning model at a temperature within a critical window, and show that the point-to-point partition functions converge to a universal limiting measure referred to as the critical disordered pinning measure. This is joint work with Ran Wei.

返回顶部
相关文章
  • One-arm exponent of critical metric graph Gaussian free field in high dimensions

    About the speakerI am a PhD student at the School of Mathematical Science, Peking University. My supervisor is Prof. Yuan Zhang. Currently, my research interests include some stochastic models related to random walks, such as random interlacements, Gaussian free field, and diffusion-limited aggregation.AbstractWe prove that for the critical level-set of Gaussian free field on the metric graph g...

  • Geometry Seminar: Random zeros and random critical points on compact Kahler manifolds

    Organizer:Akito FutakiSpeakers:李子鈺,Anton Iliashenko,Alejandro Gil García,邓嘉龙Time:Sat.,13:00-17:30 ,Sept.14, 2024Venue:Jingzhai 静斋 30413:00 - 14:00 李子鈺 Li Ziyu (YMSC)Title:Random zeros and random critical points on compact Kahler manifoldsAbstract: We will introduce some results of the statistical behavior of random zeros and random critical points of random polynomials (or hol...