We provide further non-trivial solutions to the recently proposed time-dependent Dyson and quasi-Hermiticity relation. Here we solve them for the generalized version of the non-Hermitian Swanson Hamiltonian with time-dependent coefficients. We construct time-dependent solutions by employing the Lewis-Riesenfeld method of invariants and discuss concrete physical applications of our results
C-operators were introduced as involution operators in non-Hermitian theories that commute with the ...
We produce an exact solution of the Schr\"odinger equation for the generalized time dependent Swanso...
We provide a reviewlike introduction to the quantum mechanical formalism related to non-Hermitian Ha...
It has been argued that it is incompatible to maintain unitary time evolution for time-dependent non...
We propose a procedure to obtain exact analytical solutions to the time-dependent Schrödinger equati...
We propose a procedure to obtain exact analytical solutions to the time-dependent Schrödinger equati...
The focus of this thesis is new methods, approximate and exact, in the areas of time-dependent Hermi...
For a large class of time-dependent non-Hermitian Hamiltonians expressed in terms linear and bilinea...
We provide a time-dependent Dyson map and metric for the two-dimensional harmonic oscillator with a ...
We elaborate further on the metric representation that is obtained by transferring the time-dependen...
We demonstrate that complex point transformations can be used to construct non-Hermitian first integ...
We demonstrate that non-Hermitian Hamiltonian systems with spontaneously broken PT-symmetry and part...
We propose time-dependent Darboux (supersymmetric) transformations that provide a scheme for the cal...
We provide exact analytical solutions for a two-dimensional explicitly time-dependent non-Hermitian ...
We propose and explore a scheme that leads to an infinite series of time-dependent Dyson maps which ...
C-operators were introduced as involution operators in non-Hermitian theories that commute with the ...
We produce an exact solution of the Schr\"odinger equation for the generalized time dependent Swanso...
We provide a reviewlike introduction to the quantum mechanical formalism related to non-Hermitian Ha...
It has been argued that it is incompatible to maintain unitary time evolution for time-dependent non...
We propose a procedure to obtain exact analytical solutions to the time-dependent Schrödinger equati...
We propose a procedure to obtain exact analytical solutions to the time-dependent Schrödinger equati...
The focus of this thesis is new methods, approximate and exact, in the areas of time-dependent Hermi...
For a large class of time-dependent non-Hermitian Hamiltonians expressed in terms linear and bilinea...
We provide a time-dependent Dyson map and metric for the two-dimensional harmonic oscillator with a ...
We elaborate further on the metric representation that is obtained by transferring the time-dependen...
We demonstrate that complex point transformations can be used to construct non-Hermitian first integ...
We demonstrate that non-Hermitian Hamiltonian systems with spontaneously broken PT-symmetry and part...
We propose time-dependent Darboux (supersymmetric) transformations that provide a scheme for the cal...
We provide exact analytical solutions for a two-dimensional explicitly time-dependent non-Hermitian ...
We propose and explore a scheme that leads to an infinite series of time-dependent Dyson maps which ...
C-operators were introduced as involution operators in non-Hermitian theories that commute with the ...
We produce an exact solution of the Schr\"odinger equation for the generalized time dependent Swanso...
We provide a reviewlike introduction to the quantum mechanical formalism related to non-Hermitian Ha...
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