**Shanks Lectures:**

**Charles Fefferman, Whitney's Interpolation Problem and
Interpolation I**

**Charles Fefferman, Whitney's Interpolation Problem and
Interpolation II**

**Plenary Talks:**

**Xiaoman
Chen, On Operator Norm Localization Property**

**Guihua
Gong, Positive Scalar Curvature and Non Commutative Geometry**

**Michael T Lacey, The Small Ball Inequality in all Dimensions **

**Wing Suet Li, The
Horn conjecture for compact selfadjoint operators**

**John McCarthy, Matrices and
Varieties The relevant papers are http://www.math.wustl.edu/~mccarthy/papers**

**Vladimir Peller, Approximation
by analytic matrix functions in L ^{p}**

**Stefan Richter, ****Some Remarks on the Dilation
Theory for Commuting D-Contractions**

**Richard Rochberg,
The Dixmier Trace of Bergman
Space Hankel Operators**

*Sergei Treil, ***Singular
Integrals and Perturbation Theory**

**Alexander Volberg,
****The**** Cauchy Integral, Its Friends and
Family: Analysis, Geometry and Combinatorics**

**Jingbo
Xia, Boundedness and Compactness of Hankel Operators on the Sphere**