Written by major contributors to the field who are well known within the community, this is the
first comprehensive summary of the many results generated by this approach to quantum …

We propose a general method for diagonalizing a wide class of nonlinear Hamiltonians
describing different quantum optical models. This method makes use of a nonlinear …

Exact evolution equations for SU(2) quasidistribution functio..|INIS IAEA NUCLEUS Sign In
Sign In Register Help 50+ years of INIS International Nuclear Information System …

A general and systematic method for obtaining eiective Hamiltonians that describe diierent
nonlinear optical processes is discussed. The method exploits the existence of a nonlinear …

We propose a general perturbative approach to quantum-optical models without the rotating-
wave approximation. We show that a generic Hamiltonian describing interaction between …

We re-elaborate on a general method for obtaining effective Hamiltonians that describe
different nonlinear optical processes. The method exploits the existence of a nonlinear …

An algebraic solution of Lindblad-type master equations Page 1 Journal of Optics B: Quantum
and Semiclassical Optics An algebraic solution of Lindblad-type master equations To cite this …

We study realizations of polynomial deformations of the-Lie algebra in terms of differential
operators strongly related to bosonic operators. We also distinguish their finite-and infinite …

A general method based on the polynomial deformations of the Lie algebra sl (2, R) is
proposed in order to exhibit the quasi-exact solvability of specific Hamiltonians implied by …

We compare exact and SU (2)-cluster approximate calculation schemes to determine
dynamics of the second-harmonic generation model using its reformulation in terms of a …