Speaker: Peter Schweitzer (U. Connecticut) Title: The Energy-Momentum Tensor Form Factors of the Nucleon Abstract: Enormous efforts are being devoted to measurements of observables in hard exclusive reactions related to generalized parton distributions (GPDs), and considerable progress has been made in this field recently, at Jefferson Lab and at other facilities. A prominent feature of GPDs justifying these efforts is that they allow to access through Ji's sum rule the form factor J^Q(t), whose value at zero momentum transfer tells us the fraction of the nucleon spin due to (spin + orbital momentum of) quarks. However, the information content of GPDs is far richer than that. For example, GPDs allow to access the form factors of the energy momentum tensor. The nucleon, having spin 1/2, has 3 such form factors, one of them being our J^Q(t). The other two are related to the distribution of matter and strong forces in the nucleon --- just like, for example, the electric form factor is related to the electric charge distribution. The purpose of this talk is to highlight, on the example of calculations from soliton models, what kind of fascinating new insights into the nucleon structure we are going to gain from these form factors.