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Moyal product
Infinitely Many Star Products to Play With
Phase Space Quantum Mechanics Is Such a Natural Formulation of Quantum Theory
Weyl Quantization and Wigner Distributions on Phase Space
Matrix Bases for Star Products: a Review?
A Functorial Construction of Quantum Subtheories
Abstracts for 18 Category Theory; Homological 62 Statistics Algebra 65 Numerical Analysis Syracuse, October 2–3, 2010
Deformations of Algebras in Noncommutative Geometry
Deformation Quantization Astérisque, Tome 227 (1995), Séminaire Bourbaki, Exp
Quantization Is a Mystery
Deformation Quantization: an Introduction
Maverick Mathematician
Deformations of Poisson Brackets and Extensions of Lie Algebras of Contact Vector Fields
Augmenting Phase Space Quantization to Introduce Additional Physical Effects
Phase Space Descriptions of Quantum Phenomena
The Abdus Salam International Centre for Theoretical Physics
Maverick Mathematician: the Life and Science of J.E. Moyal
Introduction to Wigner-Weyl Calculus
Quantum Fields on the Groenewold-Moyal Plane
Top View
Group Actions in Deformation Quantisation
Deformation Quantization
Arxiv:1312.6571V1 [Math-Ph] 23 Dec 2013 Spr Mgnr Ignl Oevr N Etfnto Spa Function Test Any Which Moreover, for Product, Diagonal
Symplectic Field Theory of the Galilean Covariant Scalar
Math-Ph/0409039
Arxiv:0903.5336V2 [Math-Ph] 6 Jul 2009 Aoia Hiefrteprmtr.Teepii Omo H Obs the of Form Explicit the Co Parameters
Geometric Quantization and Epistemically Restricted Theories: the Continuous Case
Star Product and Its Application
Lectures on the Geometry of Quantization
Moyal Product for (N – 1)-Forms Within the Covariant Hamiltonian Formalism
Deformation Quantization and Superconformal Symmetry in Three Dimensions
Quantization Is a Mystery
The Phase Space Model of Nonrelativistic Quantum Mechanics
EZM M-04.Indd
On Hansen's Version of Spectral Theory and the Moyal Product
In Retrospect: a Personal View on Moshé Flato's Scientific Legacy
Deformation Quantization and to Path Integral Meth- Ods
Characteristic Cohomology and Observables in Higher Spin Gravity
Deformation Quantization in the Teaching of Lie Group Representations
Moyal Bracket and Ehrenfest's Theorem in Born–Jordan
Fourier Duality As a Quantization Principle
Phase Space Representation of Quantum Dynamics. Lecture Notes
Star Products and Geometric Algebra
Introduction to Quantization
Semiclassical Dynamics and Magnetic Weyl Calculus
Phase Space Description of Quantum Mechanics and Non-Commutative Geometry: Wigner-Moyal and Bohm in a Wider Context