Speaker
Prof.
Michael Schmelling
Description
Assuming that the detector response is known and linear, and that indivdual events are IID distributed measurements, the continuous unfolding problem can be formulated as an infinite dimensional eigenvalue problem. This representation identifies the observable features of the unknown truth and quantifies the information content of a given measurement. The talk will present the underlying math and illustrate it by numerical examples, which show what can and what cannot be learned when solving inverse problems.
