1 citations · 1 across the 6 of their papers we have counts for
7 papers
Operator-theoretic and analytic properties of a driven single-mode Kerr cavity in Bargmann space
Maciej Janowicz
We study the stationary spectrum of a coherently driven single-mode Kerr cavity in Bargmann--Fock space. For positive Kerr coupling the Hamiltonian is self-adjoint, bounded below,…
Quantum logistic map considered as discrete-time Heisenberg equation
Maciej Janowicz, Arkadiusz Orłowski
We represent scalar logistic iterates as multiplication operators on and study their fixed matrix elements in the normalized shifted-Legendre basis. Three parameter re…
Bargmann Zeros as a Diagnostic of the Tunneling Transition in Double-Well Quantum Systems
Tughanbulut Kurtulush, Maciej Janowicz
Complex zeros of wavefunctions represented as entire functions in Bargmann--Fock space encode structural information about the underlying quantum state. Prior work employed zero ga…
Homotopy analysis method for stochastic differential equations
Maciej Janowicz, Filip Krzyżewski, Joanna Kaleta +2
The homotopy analysis method known from its successful applications to obtain quasi-analytical approximations of solutions of ordinary and partial differential equations is applied…
Ground states and dynamics of a trapped charged particle in the magnetic field
Maciej Janowicz, Jan Mostowski
A system of two charged particles in a harmonic trap with additional magnetic field is considered. The problem is reduced to a single-particle one in relative coordinates. The grou…
Coherence and pattern formation in coupled logistic-map lattices
Maciej Janowicz, Arkadiusz Orłowski
Three quantitative measures of the spatiotemporal behavior of the coupled map lattices: reduced density matrix, reduced wave function, and an analog of particle number, have been i…