Dequantized Differential Operators between Tensor Densities as Modules over the Lie Algebra of Contact Vector Fields

Yaël Frégier, Pierre Mathonet, Norbert Poncin

Type: Preprint

Publication Date: 2007-01-01

Citations: 1

DOI: https://doi.org/10.48550/arxiv.0710.0222

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Action	Title	Year	Authors
+	None	1999	Pierre Mathonet
+	Sur l'existence d'une prescription d'ordre naturelle projectivement invariante	2002	Martin Bordemann
+	Vector fields in the presence of a contact structure	2005	Valentin Ovsienko
+ PDF Chat	None	2002	F. Boniver Sarah Hansoul Pierre Mathonet Norbert Poncin
+	Lichnerowicz-Jacobi cohomology and homology of Jacobi manifolds: modular class and duality	1999	Manuel de León B. López Juan Carlos Marrero Edith Padrón
+	Natural Operations in Differential Geometry	1993	Ivan Kolář Jan Slovák Peter W. Michor
+	Equivariant Operators Between Some Modules of the Lie Algebra of Vector Fields	2004	Norbert Poncin
+ PDF Chat	Intertwining operators between some spaces of differential operators on a manifold	1999	Pierre Mathonet
+ PDF Chat	Conformally equivariant quantization: existence and uniqueness	1999	Christian Duval Pierre Lecomte Valentin Ovsienko
+ PDF Chat	IFFT-equivariant quantizations	2005	F. Boniver Pierre Mathonet