Geometric Quantization, Coherent States and Stochastic
Mesurements
Authors: B.A. Nikolov, D.A. Trifonov
Journal-ref: Annual H. Ped. Inst. Shumen, 11B, 49-62 (1987)
The geometric quantization problem is considered
from the point
of view of the Davies and Lewis approach to
quantum mechanics.
The influence of the measuring device is accounted
in the
classical and quantum case and it is shown
that the conditions of
the measurement define the type of quantization
(Weyl, normal,
antinormal, etc.). The quantum states and
quantum operators are
obtained by means of the projection, defined
from the system of
generalized coherent states.