1 citations · 1 across the 2 of their papers we have counts for
2 papers
math.DG2008
Existence of natural and conformally invariant quantizations of arbitrary symbols
Pierre Mathonet, Fabian Radoux
A quantization over a manifold can be seen as a way to construct a differential operator with prescribed principal symbol. The quantization map is moreover required to be a linear…
math.RT2007★ 1 cited
Dequantized Differential Operators between Tensor Densities as Modules over the Lie Algebra of Contact Vector Fields
Yaël Frégier, Pierre Mathonet, Norbert Poncin
In recent years, algebras and modules of differential operators have been extensively studied. Equivariant quantization and dequantization establish a tight link between invariant…