Pages that link to "Item:Q4331039"
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The following pages link to DEFORMATION QUANTIZATION: QUANTUM MECHANICS LIVES AND WORKS IN PHASE-SPACE (Q4331039):
Displaying 11 items.
- Quantum field theory in phase space (Q4631677) (← links)
- Deformation quantization in singular spaces (Q4833524) (← links)
- A DERIVATION OF THE WEYL ORDERED FORM OF TWO-MODE FRESNEL OPERATOR BY VIRTUE OF THE WEYL OPERATOR ORDERING METHOD (Q4907631) (← links)
- SOLUTIONS FOR THE LANDAU PROBLEM USING SYMPLECTIC REPRESENTATIONS OF THE GALILEI GROUP (Q4913805) (← links)
- Self-dual gravity via Hitchin’s equations (Q5379497) (← links)
- DEFORMATION QUANTIZATION OF RELATIVISTIC PARTICLES IN ELECTROMAGNETIC FIELDS (Q5503067) (← links)
- An Advective-Spectral-Mixed Method for Time-Dependent Many-Body Wigner Simulations (Q5739952) (← links)
- Wigner function dynamics with boundaries expressed as convolution (Q6166696) (← links)
- Star exponentials from propagators and path integrals (Q6584996) (← links)
- Moyal deformation of the classical arrival time (Q6632833) (← links)
- Wigner current in multidimensional quantum billiards (Q6670417) (← links)