Truncated Moment Problems - Special Session at IWOTA 2019

July 25 - 26, 2019 at University of Lisbon, Portugal.

Schedule

Where available, you can download the slides of a talk by clicking on its title.

Thursday 25 July
14:30-15:00 Lawrence Fialkow   The core variety and conical representations
15:00-15:30 Raúl E. Curto Bivariate truncated moment problems with algebraic variety in the nonnegative quadrant of $\mathbb{R}^2$
15:30-16:00 David Kimsey On a minimal solution of the indefinite multidimensional truncated moment problem
16:00-16:30 Swann Marx A moment approach for entropy solutions to scalar conservation laws


17:00-17:30 Didier HenrionTractable semi-algebraic approximation using Christoffel-Darboux kernel
17:30-18:00 Rajae Ben Taher A combinatorial expression for the 2 variable moment sequence via Fibonacci sequence


  Friday 26 July  
9:00-9:30 Tobias Kuna On truncated discrete moment problems
9:30-10:00 Martin Venker On the Random Moment Problem
10:00-10:30 David de Laat Pair correlation estimates for the zeros of the zeta function via sum-of-squares representations


11:00-11:30 Jean Pierre Gabardo A factorization problem related to the convolution of positive definite functions
11:30-12:00 Philipp di Dio Carathéodory Numbers and Reconstruction of Measures from Moments
12:00-12:30 Maria João Oliveira Bogoliubov generating functionals for interacting particle systems in the continuum
12:30-12:45 Group photo


Last update: 5.08.2019