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SINICA-NCTS Special Lecture Series on Probability
 
13:30 - 16:00, January 4, 2019 (Friday)
Room 638, Astronomy-Mathematics Building, NTU
(台灣大學天文數學館 638室)
Discrete Stochastic Analysis and Applications to Disordered Systems
Nikolaos Zygouras (University of Warwick)

Abstract:

These series will start from the classical Lindeberg approach to the central limit theorem. We will then move on to see how the Lindeberg principle can be used to construct scaling limits of models of statistical mechanics, which can be expressed in the form of series of iterated Wiener integrals, also known as Wiener chaos. In this spirit and having certain applications from polymer models in mind, we will also discuss the celebrated Fourth Moment Theorem of Nualart and Peccati, which states that a sequence of random multilinear polynomials converges to a standard normal if and only if their fourth moment converges to three.



 

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