We discuss the one-dimensional, time-dependent general quadratic Hamiltonian and the bi-
dimensional charged particle in time-dependent electromagnetic fields through the Lie …

The quantum entanglement of two connected harmonic oscillators via angular momentum
yielding a magnetic coupling ω c is discussed in this study. The corresponding Hamiltonian …

We develop a Lie algebraic approach to systematically calculate the evolution operator of a
system described by a generalized two-dimensional quadratic Hamiltonian with time …

We use the Lewis–Riesenfeld theory to determine the exact form of the wavefunctions of a
two-dimensional Pauli equation of a charged spin 1∕ 2 particle with time-dependent mass …

This paper surveys the quantum entanglement of two coupled harmonic oscillators via
angular momentum generating a magnetic coupling $\omega_ {c} $. The corresponding …

Invariant operator method for discrete or continuous spectrum eigenvalue and unitary
transformation approach are employed to study the two-dimensional time-dependent Pauli …

The quantum entanglement of two connected harmonic oscillators via angular momentum
yielding a magnetic coupling $\omega_ {c} $ is discussed in this study. The corresponding …

We develop a Lie algebraic approach to systematically calculate the evolution operator of
the generalized two-dimensional quadratic Hamiltonian with time-dependent coefficients …

The quantum states of the 2D time-dependent harmonic oscillator with the Aharonov–Bohm
(AB) effect are investigated by employing the invariant operator method and the unitary …

We discuss the one-dimensional, general quadratic Hamiltonian and the bi-dimensional
charged particle in time-dependent electromagnetic fields through the Lie algebraic …