10 citations · 13 across the 3 of their papers we have counts for
3 papers
math.AG2005★ 3 cited
Classification of deformation quantization algebroids on complex symplectic manifolds
Pietro Polesello
Deformation quantization algebroids over a complex symplectic manifold X are locally given by rings of WKB operators, that is, microdifferential operators with an extra central par…
math.AT2004
Higher Monodromy
Pietro Polesello, Ingo Waschkies
For a given category C and a topological space X, the constant stack on X with stalk C is the stack of locally constant sheaves with values in C. Its global objects are classified…
math.AG2003★ 10 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…