ACTION ANGLE VARIABLES FOR COMPLEX PROJECTIVE SPACE AND SEMICLASSICAL EXACTNESS
نویسندگان
چکیده
منابع مشابه
Action-Angle Variables for Complex Projective Space and Semiclassical Exactness
We construct the action-angle variables of a classical integrable model defined on complex projective phase space and calculate the quantum mechanical propagator in the coherent state path integral representation using the stationary phase approximation. We show that the resulting expression for the propagator coincides with the exact propagator which was obtained by solving the time-dependent ...
متن کاملSNUTP-94-61, hep-th/9407033 Action-Angle Variables for Complex Projective Space and Semiclassical Exactness
We construct the action-angle variables of a classical integrable model dened on complex projective phase space and calculate the quantum mechanical propagator in the coherent state path integral representation using the stationary phase approximation. We show that the resulting expression for the propagator coincides with the exact propagator which was obtained by solving the time-dependent Sc...
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متن کاملIntegrability and Action-Angle Variables
We prove that the dynamical system charaterized by the Hamiltonian H = λN ∑N j pj+μ ∑N j,k (pjpk) 1 2{cos[ν(qj−qk)]} proposed and studied by Calogero [1,2] is equivalent to a system of non-interacting harmonic oscillators. We find the explicit form of the conserved currents which are in involution. We also find the action-angle variables and solve the initial value problem in simple form. 2
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ژورنال
عنوان ژورنال: Modern Physics Letters A
سال: 1994
ISSN: 0217-7323,1793-6632
DOI: 10.1142/s0217732394003166