Geometry and Topology Seminar: Reconstruction and estimation of rigid functions based on local data.
9 March 2015 11:00 in CM221.
In many areas of mathematics and its application in other sciences one
is confronted with the task of estimating or recosntruction a function based on partial data.
Of course, this will not work for all functions well. Thus one needs an
restriction to an adequate class of functions. This can be mathematically modeled in many ways.
Spacial statistics or complex function theory are relevant areas of mathematics which come to ones mind.
We present several results on reconstrucion and estimation of functions which are
solutions of elliptic partial differential equations on some subset of Euclidean space.
We comment also on analogous statements for solutions of finite difference equations on graphs.
Note unconventional scheduling.