Bohmian mechanics provides an explanation of quantum phenomena in terms of point-like
particles guided by wave functions. This review focuses on the use of nonrelativistic …

This is a short review of the theory of chaos in Bohmian quantum mechanics based on our
series of works in this field. Our first result is the development of a generic theoretical …

We study in detail the trajectories, ordered and chaotic, of two entangled Bohmian qubits
when their initial preparation satisfies (or not) Born's rule for various amounts of quantum …

We study the role of unstable points in the Bohmian flow of a 2d system composed of two
non-interacting harmonic oscillators. In particular, we study the unstable points in the inertial …

The activity on Quantum Mechanics ''interpretations''is still a flourishing industry cranking out
new products every change of season. Like any production activity, it shows many self …

We study the emergence of chaos in a 2d system corresponding to a classical Hamiltonian
system V= 1 2 (ω x 2 x 2+ ω y 2 y 2)+ ϵ xy 2 consisting of two interacting harmonic oscillators …

The general theory of motion in the vicinity of a moving quantum nodal point (vortex) is
studied in the framework of the de Broglie–Bohm trajectory method of quantum mechanics …

In the context of de Broglie–Bohm pilot-wave theory, violations of the Born rule are allowed
and can be considered as describing non-equilibrium distributions. We study the effects of …

We study the Bohmian trajectories of a generic entangled two-qubit system, composed of
coherent states of two harmonic oscillators with noncommensurable frequencies and focus …

We study in detail the onset of chaos and the probability measures formed by individual
Bohmian trajectories in entangled states of two-qubit systems for various degrees of …