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- Method_of_quantum_characteristics abstract "Quantum characteristics are phase-space trajectories that arise in the phase space formulation of quantum mechanics through the Wigner transform of Heisenberg operators of canonical coordinates and momenta. These trajectories obey the Hamilton equations in quantum form and play the role of characteristics in terms of which time-dependent Weyl's symbols of quantum operators can be expressed. In the classical limit, quantum characteristics reduce to classical trajectories. The knowledge of quantum characteristics is equivalent to the knowledge of quantum dynamics.".
- Method_of_quantum_characteristics wikiPageExternalLink some-applications-of-quantum-mechanics.
- Method_of_quantum_characteristics wikiPageID "27289973".
- Method_of_quantum_characteristics wikiPageLength "22356".
- Method_of_quantum_characteristics wikiPageOutDegree "39".
- Method_of_quantum_characteristics wikiPageRevisionID "678446431".
- Method_of_quantum_characteristics wikiPageWikiLink Canonical_transformation.
- Method_of_quantum_characteristics wikiPageWikiLink Category:Partial_differential_equations.
- Method_of_quantum_characteristics wikiPageWikiLink Classical_limit.
- Method_of_quantum_characteristics wikiPageWikiLink Classical_mechanics.
- Method_of_quantum_characteristics wikiPageWikiLink De_Broglie–Bohm_theory.
- Method_of_quantum_characteristics wikiPageWikiLink Deformation_theory.
- Method_of_quantum_characteristics wikiPageWikiLink Density_matrix.
- Method_of_quantum_characteristics wikiPageWikiLink Euclidean_space.
- Method_of_quantum_characteristics wikiPageWikiLink Hamiltonian_mechanics.
- Method_of_quantum_characteristics wikiPageWikiLink Heisenberg_picture.
- Method_of_quantum_characteristics wikiPageWikiLink Hermann_Weyl.
- Method_of_quantum_characteristics wikiPageWikiLink Hilbert_space.
- Method_of_quantum_characteristics wikiPageWikiLink Liouvilles_theorem_(Hamiltonian).
- Method_of_quantum_characteristics wikiPageWikiLink Method_of_characteristics.
- Method_of_quantum_characteristics wikiPageWikiLink Modified_Wigner_distribution_function.
- Method_of_quantum_characteristics wikiPageWikiLink Moyal_bracket.
- Method_of_quantum_characteristics wikiPageWikiLink Moyal_product.
- Method_of_quantum_characteristics wikiPageWikiLink Negative_probability.
- Method_of_quantum_characteristics wikiPageWikiLink Ordinary_differential_equation.
- Method_of_quantum_characteristics wikiPageWikiLink Partial_differential_equation.
- Method_of_quantum_characteristics wikiPageWikiLink Phase_space_formulation.
- Method_of_quantum_characteristics wikiPageWikiLink Poisson_bracket.
- Method_of_quantum_characteristics wikiPageWikiLink Quantum_mechanics.
- Method_of_quantum_characteristics wikiPageWikiLink Schrödinger_picture.
- Method_of_quantum_characteristics wikiPageWikiLink Symplectic_manifold.
- Method_of_quantum_characteristics wikiPageWikiLink Taylor_series.
- Method_of_quantum_characteristics wikiPageWikiLink Victor_Pavlovich_Maslov.
- Method_of_quantum_characteristics wikiPageWikiLink Vladimir_Arnold.
- Method_of_quantum_characteristics wikiPageWikiLink Wigner_distribution_function.
- Method_of_quantum_characteristics wikiPageWikiLink Wigner_quasiprobability_distribution.
- Method_of_quantum_characteristics wikiPageWikiLink Wigner–Weyl_transform.
- Method_of_quantum_characteristics wikiPageWikiLinkText "Method of quantum characteristics".
- Method_of_quantum_characteristics wikiPageWikiLinkText "Quantum Hamilton's equations".
- Method_of_quantum_characteristics wikiPageWikiLinkText "method of quantum characteristics".
- Method_of_quantum_characteristics wikiPageWikiLinkText "quantum Hamilton's equations".
- Method_of_quantum_characteristics wikiPageWikiLinkText "quantum characteristics".
- Method_of_quantum_characteristics subject Category:Partial_differential_equations.
- Method_of_quantum_characteristics hypernym Trajectories.
- Method_of_quantum_characteristics comment "Quantum characteristics are phase-space trajectories that arise in the phase space formulation of quantum mechanics through the Wigner transform of Heisenberg operators of canonical coordinates and momenta. These trajectories obey the Hamilton equations in quantum form and play the role of characteristics in terms of which time-dependent Weyl's symbols of quantum operators can be expressed. In the classical limit, quantum characteristics reduce to classical trajectories.".
- Method_of_quantum_characteristics label "Method of quantum characteristics".
- Method_of_quantum_characteristics sameAs Q6823722.
- Method_of_quantum_characteristics sameAs m.0c00fh1.
- Method_of_quantum_characteristics sameAs Q6823722.
- Method_of_quantum_characteristics wasDerivedFrom Method_of_quantum_characteristics?oldid=678446431.
- Method_of_quantum_characteristics isPrimaryTopicOf Method_of_quantum_characteristics.