Pages that link to "Item:Q883191"

The following pages link to Quantum states and Hardy's formulation of the uncertainty principle: a symplectic approach (Q883191):

Displaying 20 items.

• Quantum indeterminacy and polar duality (Q255705) (← links)
• Two geometric interpretations of the multidimensional Hardy uncertainty principle (Q347524) (← links)
• Symplectic spinors, holonomy and Maslov index (Q369380) (← links)
• Remarks on the fact that the uncertainty principle does not determine the quantum state (Q620832) (← links)
• A pseudo-differential calculus on non-standard symplectic space; spectral and regularity results in modulation spaces (Q650843) (← links)
• Wigner measures in noncommutative quantum mechanics (Q707592) (← links)
• A new approach to the \(*\)-genvalue equation (Q1013612) (← links)
• The symplectic camel and the uncertainty principle: the tip of an iceberg? (Q1022507) (← links)
• Polar duality between pairs of transversal Lagrangian planes; applications to uncertainty principles (Q2166186) (← links)
• Quantum polar duality and the symplectic camel: a new geometric approach to quantization (Q2241441) (← links)
• Local uncertainty principles for the Cohen class (Q2252313) (← links)
• The Narcowich-Wigner spectrum of a pure state (Q2270470) (← links)
• Symplectic quantum cells and Husimi-Wigner functions (Q2387389) (← links)
• The uncertainty principle and positivity of trace-class operators: applications to density operators (Q2427382) (← links)
• Notes on Hardy's uncertainty principle for the Wigner distribution and Schrödinger evolutions (Q2701278) (← links)
• The volume of Gaussian states by information geometry (Q2963284) (← links)
• A pseudodifferential calculus on non-standard symplectic space (Q3096906) (← links)
• Maximal covariance group of Wigner transforms and pseudo-differential operators (Q3190206) (← links)
• Quantum Harmonic Analysis of the Density Matrix (Q5134959) (← links)
• Symplectic and Lagrangian polar duality; applications to quantum harmonic analysis (Q6564409) (← links)