Pages that link to "Item:Q1767646"

The following pages link to Computing the wavefunction from trajectories: particle and wave pictures in quantum mechanics and their relation (Q1767646):

Displaying 26 items.

• Wave packet dynamics for a non-linear Schrödinger equation describing continuous position measurements (Q307540) (← links)
• Constructing and constraining wave functions for identical quantum particles (Q341592) (← links)
• On empirical scrutiny of the bohmian model using a spin rotator and the arrival/transit time distribution (Q432112) (← links)
• Quantum mechanics as a deterministic theory of a continuum of worlds (Q498159) (← links)
• Classical and Bohmian trajectories in semiclassical systems: mismatch in dynamics, mismatch in reality? (Q643140) (← links)
• Potential functions and the characterization of economics-based information (Q892939) (← links)
• Lagrangian description for particle interpretations of quantum mechanics: single-particle case (Q892944) (← links)
• Unstable trajectories and the quantum mechanical uncertainty (Q935117) (← links)
• Complete Hamiltonian description of wave-like features in classical and quantum physics (Q1029203) (← links)
• Quantum mechanics and the principle of maximal variety (Q1689680) (← links)
• The Madelung picture as a foundation of geometric quantum theory (Q1748032) (← links)
• Exactly solvable madelung fluid and complex Burgers equations: a quantum Sturm-Liouville connection (Q1934317) (← links)
• Generalized Lagrangian-path representation of non-relativistic quantum mechanics (Q2011809) (← links)
• Hamilton-Jacobi theory for Hamiltonian and non-Hamiltonian systems (Q2057386) (← links)
• Eliminating the wavefunction from quantum dynamics: the bi-Hamilton-Jacobi theory, trajectories and time reversal (Q2103376) (← links)
• The common logic of quantum universe. I: The case of non-relativistic quantum mechanics (Q2125936) (← links)
• The common logic of quantum universe. II: The case of quantum gravity (Q2125952) (← links)
• Electron charge density: a clue from quantum chemistry for quantum foundations (Q2241459) (← links)
• Quantum potential energy as concealed motion (Q2342704) (← links)
• Can Bohmian trajectories account for quantum recurrences having classical periodicities? (Q2385747) (← links)
• Hidden variables as computational tools: the construction of a relativistic spinor field (Q2505944) (← links)
• Quantum motion with trajectories: beyond the Gaussian beam approximation (Q4578194) (← links)
• A NEW GEOMETRICAL FRAMEWORK FOR THE DE BROGLIE–BOHM QUANTUM THEORY (Q4917985) (← links)
• Trajectory construction of Dirac evolution (Q5160894) (← links)
• A transfer operator approach to relativistic quantum wavefunction ^* (Q5879388) (← links)
• Uniting the wave and the particle in quantum mechanics (Q6590053) (← links)