Travel support for participation at the 6th Prague Summer School on Mathematical Statistical Physics

布拉格统计力学暑期学校传统上一直是从事统计力学和相关数学学科之间领域工作的学生、博士后和研究人员的聚集地。今年的学校计划于2011年8月28日至9月9日提供一份非常杰出的讲座和讲师名单。主要课程将包括五门迷你课程，以下是(已确认的)演讲者和(暂定)标题：Michael Aizenman(普林斯顿)和Simone Warzel(慕尼黑)：随机势下的量子光谱和动力学Benjamin Schlein(波恩)：Wigner矩阵的光谱性质Herbert Spohn(慕尼黑)：生长过程，定向聚合物，和一维Kardar-Parisi-Zhang方程Daniel Ueltschi(Warwick)：量子海森堡模型及其概率表示Balint Toth(布达佩斯)：具有长记忆的自相互作用行走和扩散的尺度极限今年的教程课程的主题是概率论和大众运输。辅导项目的负责人是：西奥多·斯图姆(波恩大学)10名美国研究生申请资助。

The Prague Summer School on Statistical Mechanics has traditionally been a meeting ground for students, postdocs and researchers working at the area between statistical mechanics and related mathematical disciplines. This year's school, planned for August 28-September 9, 2011, offers a list of very distinguished lectures and lecturers.The main program will consist of five minicourses with the following (confirmed) speakers and (tentative) titles: Michael Aizenman (Princeton) and Simone Warzel (Munich): Quantum spectra and dynamics under random potential Benjamin Schlein (Bonn): Spectral properties of Wigner matrices Herbert Spohn (Munich): Growth processes, directed polymers, and the 1D Kardar-Parisi-Zhang equation Daniel Ueltschi (Warwick): Quantum Heisenberg models and their probabilistic representations Balint Toth (Budapest): Scaling limits of self-interacting walks and diffusions with long memoryThe topic of this year's Tutorial Program is probability theory and mass transportation. The leader of the Tutorial Program is:Theodor Sturm (Bonn University) The support is requested for 10 US graduate students.