Pages that link to "Item:Q601086"
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The following pages link to Spectral and regularity properties of a pseudo-differential calculus related to Landau quantization (Q601086):
Displaying 13 items.
- Coherent states quantization for generalized Bargmann spaces with formulae for their attached Berezin transforms in terms of the Laplacian on \(\mathbb C^{N }\) (Q438657) (← links)
- The Schrödinger kernel of the twisted Laplacian and cyclic models (Q616148) (← links)
- A pseudo-differential calculus on non-standard symplectic space; spectral and regularity results in modulation spaces (Q650843) (← links)
- Sampling and interpolation in Bargmann-Fock spaces of polyanalytic functions (Q711047) (← links)
- Quantum mechanics in phase space: the Schrödinger and the Moyal representations (Q1942754) (← links)
- Balian-Low type theorems on \(L^2(\mathbb{C})\) (Q2033464) (← links)
- Sharp spectral estimates for the perturbed Landau Hamiltonian with \(L^{p}\) potentials (Q2399504) (← links)
- A symplectic extension map and a new Shubin class of pseudo-differential operators (Q2444474) (← links)
- Metaplectic formulation of the Wigner transform and applications (Q2871279) (← links)
- A pseudodifferential calculus on non-standard symplectic space (Q3096906) (← links)
- Spectral Properties of a Class of Generalized Landau Operators (Q3603847) (← links)
- A deformation quantization theory for noncommutative quantum mechanics (Q5251798) (← links)
- Phase space analysis of spectral multipliers for the twisted Laplacian (Q6664333) (← links)
