∗- Products in the method of orbits for nilpotent groups

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	Year	Citations
Deformation theory and quantization. I. Deformations of symplectic structures F. Bayen, M. Flato, C. Frønsdal, Annals of Physics Complex GeometryDeformation TheoryGeometric Quantization	1978	1.4K
UNITARY REPRESENTATIONS OF NILPOTENT LIE GROUPS A. A. Kirillov Russian Mathematical Surveys Spectral TheoryInfinitesimal Group RingsLie GroupRepresentation TheoryContents Introduction	1962	680
Analytic and entire vectors for representations of Lie groups Roe Goodman Transactions of the American Mathematical Society	1969	157
The C*-algebras of a free Boson field Daniel Kastler Communications in Mathematical Physics Free Boson FieldRepresentation TheoryNon-commutative AlgebraQuantum AlgebraUniversal Algebra	1965	156
Covariance and geometrical invariance in *quantization Didier Arnal, J. C. Cortet, Paul Molin, Journal of Mathematical Physics Integral GeometryLie GroupGeometrical InvarianceRepresentation TheoryGeometry	1983	68
∗ products and representations of nilpotent groups Didier Arnal Pacific Journal of Mathematics	1984	31
Quantum mechanics in phase space Frank Hansen Reports on Mathematical Physics Quantum ScienceEngineeringQuantum ComputingPhysicsNatural Sciences	1984	30

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