Overview
The program is focused on some the most vibrant developments in
function theory related to the celebrated Whitney extension and
trace problems for classes of smooth functions. These include new
analytic and geometric methods in the study of Lipschitz structures
on finite sets, extension and trace problems for functions in Sobolev
spaces, simultaneous extensions of Lipschitz functions from subsets
of metric spaces, Helly type Lipschitz selection problems, etc.
Objectives
The objective of the program is to bring together an international
group of experts in the areas of function theory and functional
and geometric analysis to report on and discuss recent progress
and open problems in the area of Whitney type problems and thus
foster interaction and collaboration between researches in these
fields.
Scientific Activity
