Time operators of harmonic oscillators and their representations

Cites Work

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A note on time operators
A time operator in quantum mechanics
On the Heisenberg commutation relation. II
Classification of certain pairs of operators (P,Q) satisfying $[P,Q=- iId$]
Necessary and sufficient conditions for a Hamiltonian with discrete eigenvalues to have time operators
Die Eindeutigkeit der Schrödingerschen Operatoren
On the Heisenberg commutation relation. I
Ultra-weak time operators of Schrödinger operators
On the Time Operator in Quantum Mechanics. II: -- General Prescription in One Dimensional Case --
On the Time Operator in Quantum Mechanics: Three Typical Examples
A generalized Weyl relation approach to the time operator and its connection to the survival probability
Matrix representation of the time operator
Time in the Quantum Theory and the Uncertainty Relation for Time and Energy
Polynomials and operator orderings
TIME OPERATORS OF A HAMILTONIAN WITH PURELY DISCRETE SPECTRUM
Quantum Action-Angle Variables for the Harmonic Oscillator
Lewis, Lawrence, and Harris Reply:
Comment on “Quantum Action-Angle Variables for the Harmonic Oscillator”
Pauli's theorem and quantum canonical pairs: the consistency of a bounded, self–adjoint time operator canonically conjugate to a Hamiltonian with non–empty point spectrum
Continuous Hahn polynomials and the Heisenberg algebra
Self–adjoint time operator is the rule for discrete semi–bounded Hamiltonians
Inequivalent Representations of Canonical Commutation and Anti-Commutation Relations
On the Relation $PQ -QP = -iI$.
Super Hilbert Space and the Quantum-Mechanical Time Operators
Canonical Operators for the Simple Harmonic Oscillator
GENERALIZED WEAK WEYL RELATION AND DECAY OF QUANTUM DYNAMICS

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