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most citedCompletely positive inner products and strong Morita equivalence

6 citations · 18 across the 7 of their papers we have counts for

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math.QA20051 cited

Convergence of the Wick Star Product

Svea Beiser, Hartmann Roemer, Stefan Waldmann

We construct a Frechet space as a subspace of C^ω(C^n) where the Wick star product converges and is continuous. The resulting Frechet algebra A_h is studied in detail including a *…

math.QA20055 cited

Formalite adaptee et star-representations sur des sous-varietes coisotropes

Martin Bordemann, Gregory Ginot, Gilles Halbout +2

Let X be a Poisson manifold and C a coisotropic submanifold and let I be the vanishing ideal of C. In this work we want to construct a star product * on X such that I[[lambda]] is…

math.QA20052 cited

Induction of representations in deformation quantization

Henrique Bursztyn, Stefan Waldmann

We discuss the procedure of Rieffel induction of representations in the framework of formal deformation quantization of Poisson manifolds. We focus on the central role played by al…

math.QA2004

The H-Covariant Strong Picard Groupoid

Stefan Jansen, Stefan Waldmann

The notion of H-covariant strong Morita equivalence is introduced for *-algebras over C = R(i) with an ordered ring R which are equipped with a *-action of a Hopf *-algebra H. This…

math.QA20034 cited

Star-Representations sur des sous-varietes co-isotropes

M. Bordemann, G. Ginot, G. Halbout +2

For a coisotropic (or first-class) submanifold C of a Poisson manifold X we consider star-products for which the vanishing ideal I of C becomes a left ideal in the deformed algebra…

math.QA20036 cited

Completely positive inner products and strong Morita equivalence

Henrique Bursztyn, Stefan Waldmann

We develop a general framework for the study of strong Morita equivalence in which -algebras and hermitian star products on Poisson manifolds are treated in equal footing. We…