New affine coherent states based on elements of nonrenormalizable scalar field models.
Non-trapping condition for semiclassical Schrödinger operators with matrix-valued potentials.
On Discrete Frames Associated with Semidirect Products.
On the geometry of complex Grassmann manifold, its noncompact dual and coherent states.
Para-Grassmann variables and coherent states.
Quasi-probability distribution of nonclassical states in interacting Fock space
In this paper we study approximate quasi-probability distribution functions of nonclassical states such as incoherent states, Kerr states, squeezed states and k-photon coherent states in interacting Fock space.
Semiclassical scattering by the Coulomb potential
Square integrability of group representations on homogeneous spaces. II. Coherent and quasi-coherent states. The case of the Poincaré group
Square integrability of group representations on homogeneous spaces. I. Reproducing triples and frames
Supersymmetric extension of non-Hermitian Hamiltonian and supercoherent states.
Systems of orthogonal polynomials defined by hypergeometric type equations.
The level crossing problem in semi-classical analysis I. The symmetric case
We describe a microlocal normal form for a symmetric system of pseudo-differential equations whose principal symbol is a real symmetric matrix with a generic crossing of eigenvalues. We use it in order to give a precise description of the microlocal solutions.
Wehrl entropy of the state in a two-atom Tavis-Cummings model
In this paper we present an entropic description of quantum state obtained by interaction of one mode of quantized electromagnetic field with two two-level atoms inside a cavity, known as Tavis-Cumming model. Wehrl entropy has been calculated analytically and investigated as a function of the average value of the photon number operator. Husimi's Q function has been calculated and compared with the behaviour of the field entropy.