__Lecture Notes__

**Satya Majumdar**Top eigenvalue of a random matrix: 3-rd order phase transition and applications

Distribution of bipartite entanglement of a random pure state

Top eigenvalue of a random matrix: Large deviations

Wishart random matrices, vicious walkers and 2-d Yang-Mills gauge theory

**Yan Fyodorov**High-dimensional random fields and random matrix theory

**Ivan Corwin**

Integrable particle systems and Macdonald processes

Lecture 1

Lecture 2

Lecture 3

Lecture 4

**Ralf Müller**

Random Matrices in Communications Engineering

**Roland Speicher**Free probability theory and random matrices

**Sebastian Müller**Universality in quantum chaos

**Craig A. Tracy**Integrable models in statistical physics

__Contributed talkes__

Yuchen Pei

A q-wighted Robinson-Schensted algorithm

Alexey Naumov

On the smallest singular value of large random matrices with correlated entries

Arjun Krishnan

Variational formula for first passage percolation

Tim Wirtz

Distribution of the smallest eigenvalue in the correlated Wishart model

Nick Simm

fBm with Hurst index H=0 and statistics of GUE characteristic polynomials

Jesper R. Ipsen

Products of rectangular Gaussian matrices

David Renfrew

Finite rank perturbation of non-hermitian random matrices

Leonid Chaichenets

Communication in wireless ad hoc networks

Anthony Mays

Power control on a random wireless network with asymmetric interference

Jeffrey Kuan

Three-dimensional Gaussian fluctuations of noncommutative random surface growth

Fabio Deelan Cunden

Polarized ensembles of random quantum states

Antonio Lerario

Statistics on Hilbert's sixteenth problem

Artur Swiech

Applications of generalized free addition and multiplication laws

Taro Nagao

The spectral density of scale-free networks

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