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Potential theoretic methods in approximation and orthogonal polynomials (PotentialTheory)
Start date: Jan 1, 2011, End date: Dec 31, 2016 PROJECT  FINISHED 

The project is aimed at systematic applications of potential theoreticalmethods in approximation theory and in the theory of orthogonal polynomials.Various open problems are proposed in different fields whichcan be attacked with tools that have been developed in thenear past or are to be developed within the project.The main areas are asymptotic behavior of Christoffel functions on thereal line and on curves, the universality problem in random matrices,orthogonal polynomials and their zeros, polynomial inequalities, approximationby homogeneous polynomials and somequestions in numerical analysis. The research problems and areasdiscussed in the proposal are intensively investigated in current research. As has been thecase in the past, PhD students will be actively involved in the project.
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