2.8 The relation with perturbative Chern-Simons theory

Summary. Our discussion so far implies that if one could set up a well behaved perturbative Chrn-Simons theory (synonymously, a well behaved theory of configuration space integrals), then the invariant of the tetrahedron $\tetrahedron$ would be an associator, when viewed in the right way. We plan a short discussion of this matter here. No reference yet.