Natural projectively equivariant quantizations/Quantifications naturelles projectivement équivariantes

Natural projectively equivariant quantizations/Quantifications naturelles projectivement équivariantes

One deals in this work with the existence and the uniqueness of natural projectively equivariant quantizations by means of the theory of Cartan connections. One shows that a natural projectively equivariant quantization exists for differential operators acting between $lambda$ and $mu$-densities if...

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Bibliographic Details
Main Author: Radoux, Fabian
Other Authors: Lecomte, Pierre
Format: Others
Published: Universite de Liege 2006
Subjects:
quantization maps/quantifications
natural maps/applications naturelles
Projective Cartan connections/Connexions de Cartan
differential operators/operateurs differentiels
Online Access:http://bictel.ulg.ac.be/ETD-db/collection/available/ULgetd-11172006-110130/

Internet

http://bictel.ulg.ac.be/ETD-db/collection/available/ULgetd-11172006-110130/

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