On continuous fields of Weyl algebras as continuous deformation quantizations of symplectic vector spaces:

- Ernst Binz, Reinhard Honegger, Alfred Rieckers,
*Field-theoretic Weyl Quantization as a Strict and Continuous Deformation Quantization*, Annales Henri Poincaré**5**(2004) 327–346 [doi:10.1007/s00023-004-0171-y]

On group algebras of (underlying discrete) Heisenberg groups as strict deformation quantizations of pre-symplectic topological vector spaces by continuous fields of Weyl algebras:

- Ernst Binz, Reinhard Honegger, Alfred Rieckers,
*Infinite dimensional Heisenberg group algebra and field-theoretic strict deformation quantization*, International Journal of Pure and Applied Mathematics**38**1 (2007) [ijpam:2007-38-1/6, pdf]

On Heisenberg groups, Heisenberg Lie algebras and strict deformation quantization:

- Ernst Binz, Sonja Pods, Ch 1 in:
*The geometry of Heisenberg groups — With Applications in Signal Theory, Optics, Quantization, and Field Quantization*, Mathematical Surveys and Monographs**151**, American Mathematical Society (2008) [ams:surv-151]

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Created on December 2, 2023 at 12:43:37. See the history of this page for a list of all contributions to it.