Elementary solutions of the quantum planar two center problem

We also prove formally (Appendix A) that the two problems are related; in particular, the proposed problem can be derived from the LP-max problem and the optimal value of the

In this work, using differential Galois theory, we study the spectral problem of the one-dimensional Schr¨ odinger equation for rational time dependent KdV potentials.. In

This thesis centers on the study of two different problems of partial differential equations arising from geophysics and fluid mechanics: the surface quasi-geostrophic equation and

In this context, it will be argued that, beyond the historiographical myths portraying it as the consequence of the generosity and political acumen of two patriotic and gifted

It turns out that for linear fields the set of solutions of the equations of motion – that is, the (covariant) phase space of the theory [19, 14] –, when extended, is a

In order to model the linear fermionic Lindblad operators introduced in equation (5) we modify this construction slightly by considering a different class of system-ancilla coupling

Considering this, the aim of this study is to examine notions about participatory methodologies among elementary and secondary school teachers in the Biobío Region of Chile at

The Dwellers in the Garden of Allah 109... The Dwellers in the Garden of Allah