Juriev D.V.
Quantum dynamics of transition processes in the interacting systems
(7K, TeX)
ABSTRACT. The dynamical inverse problem of representation
theory (the Wigner problem) is solved for a certain class of
interactions of Hamiltonian systems. The constructed quantum
dynamics describes transition processes and stationary regimes
on an equal footing. Among other numerous applications the
results may be useful for the description of the simultaneous
quantum dynamics of the open and closed string fields in the
unified string field theory with their noncanonical coupling.