Serie : Mémoires de la Société mathématique de France. Vol 135
Paru le 30/11/2013 | Broché 91 pages
Professionnels
We define the specialization and microlocalization functors for subanalytic sheaves. Applying these tools to the sheaves of tempered and Whitney holomorphic functions, we generalize some classical constructions. We also prove that the microlocalizations of tempered and Whitney holomorphic functions have a natural structure of module over the ring of microdifferential operators, and are locally invariant under contact transformations.
