Moyal bracket
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- Quantum Mechanics in Phase Space, World Scientific, 2005
- Phase Space Descriptions of Quantum Phenomena
- Moyal Bracket (Commutator)
- On the Relationship Between the Moyal Algebra and the Quantum
- The Classical and Commutative Limits of Noncommutative Quantum Mechanics: a Superstar Wigner- Moyal Equation Brazilian Journal of Physics, Vol
- Deformation Quantization
- The Classical and Commutative Limits of Noncommutative Quantum Mechanics: a Superstar F Wigner-Moyal Equation
- Time Dependent Transformations in Deformation Quantization
- Q-Deformed Star Products and Moyal Brackets
- A Concise Treatise on Quantum Mechanics in Phase Space
- Maverick Mathematician
- New Perspectives on the Classical-Quantum Divide
- 2 Darrigol Abstract
- “Quantization Is a Mystery”∗
- Quantum Mechanics As a Generalization of Nambu Dynamics to the Weyl-Wigner Formalism* **
- Quantization Is a Mystery
- The Phase Space Model of Nonrelativistic Quantum Mechanics
- Quantum Hamiltonian Differential Geometry
- Bohmian Trajectories and Quantum Phase Space Distributions
- Moyal Dynamics of Constraint Systems
- A Concise Treatise on Quantum Mechanics in Phase Space
- About the Concept of Quantum Chaos
- Deformation Quantization for Contact Interactions and Dissipation
- Semiclassical Lindblad Master Equation for Spin Dynamics
- Moyal Bracket and Ehrenfest's Theorem in Born–Jordan
- Quantum Trajectories: Dirac, Moyal and Bohm
- Phase Space Representation of Quantum Dynamics. Lecture Notes
- Out-Of-Time-Order Operators and the Butterfly Effect
- Implications of Quantum Theory in the Foundations of Statistical Mechanics
- The Quantum Wigner Current: a Geometric Approach to Quantum Dynamics in Phase Space
- Star Products and Geometric Algebra
- Chapter 1 Introduction
- Phase Space Description of Quantum Mechanics and Non-Commutative Geometry: Wigner-Moyal and Bohm in a Wider Context