Pages that link to "Item:Q735212"
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The following pages link to Bohmian mechanics, the quantum-classical correspondence and the classical limit: The case of the square billiard (Q735212):
Displaying 9 items.
- Quantization in classical mechanics and its relation to the Bohmian \(\Psi \)-field (Q555608) (← links)
- Trajectory interpretation of correspondence principle: solution of nodal issue (Q828352) (← links)
- Correspondence between quantum and classical motion: comparing Bohmian mechanics with a smoothed effective potential approach (Q1579400) (← links)
- Bohmian quantum trajectories in a square billiard in the bouncing ball regime (Q1591806) (← links)
- Relativistic Bohmian trajectories and Klein-Gordon currents for spin-\(0\) particles (Q2081060) (← links)
- Can Bohmian trajectories account for quantum recurrences having classical periodicities? (Q2385747) (← links)
- A NEW GEOMETRICAL FRAMEWORK FOR THE DE BROGLIE–BOHM QUANTUM THEORY (Q4917985) (← links)
- A formulation of Newton–Cartan gravity and quantum mechanics using D-differentiation (Q5232413) (← links)
- Dynamics, locality and weak measurements: trajectories and which-way information in the case of a simplified double-slit setup (Q6642012) (← links)
