activity
19992004
most citedStacks of quantization-deformation modules on complex symplectic manifolds

10 citations · 11 across the 3 of their papers we have counts for

collaborators

6 papers

math.AG20041 cited

Microlocalization of Ind-sheaves

M. Kashiwara, Pierre Schapira, F. Ivorra +1

Let X be a C-infinity manifold. We construct a microlocalization functor from the derived category of bounded complexes of ind-sheaves on X to the one on the cotangent bundle…

math.AG200310 cited

Stacks of quantization-deformation modules on complex symplectic manifolds

Pietro Polesello, Pierre Schapira

On a complex symplectic manifold, we construct the stack of quantization-deformation modules, that is, (twisted) modules of microdifferential operators with an extra central parame…

math.AG2002

Involutivity of truncated microsupports

Masaki Kashiwara, Teresa Monteiro Fernandes, Pierre Schapira

Using a result of J-M. Bony, we prove the weak involutivity of truncated microsupports. More precisely, given a sheaf on a real manifold and an integer , if two functions va…

math.AG2001

Microlocal study of ind-sheaves I: micro-support and regularity

Masaki Kashiwara, Pierre Schapira

We define the notions of micro-support and regularity for ind-sheaves, and prove their invariance by contact transformations. We apply the results to the ind-sheaves of temperate h…

math.AP2000

Micro-support and Cauchy problem for temperate solutions of regular -Modules

Masaki Kashiwara, Teresa Monteiro Fernandes, Pierre Schapira

Let be a complex manifold, a smooth involutive submanifold of , a microdifferential system regular along , and an -constructible sheaf on…

math.AG1999

Ind-Sheaves, distributions, and microlocalization

Masaki Kashiwara, Pierre Schapira

This is an announcement of a long paper in progress. On a locally compact space, we introduce the stack of ind-sheaves (ind-objects of the category of sheaves with compact support)…