Enhancement of transfection efficiency with NLS and SPB-NLS

Nls with Stark Potential

We study the nonlinear Schrödinger equations with a linear potential. A change of variables makes it possible to deduce results concerning finite time blow up and scattering theory from the case with no potential.

Nls Diagnostic with Oberon Device

Integrable inhomogeneous NLS equations are equivalent to the standard NLS

A class of inhomogeneous nonlinear Schrödinger equations (NLS), claiming to be novel integrable systems with rich properties continues appearing in PhysRev and PRL. All such equations are shown to be not new but equivalent to the standard NLS, which trivially explains their integrability features. PACS no: 02.30.Ik , 04.20.Jb , 05.45.Yv , 02.30.Jr Time and again various forms of inhomogeneous n...

NLS - DIAGNoStIcS oF LuNG cANcer

mAterIAL AND metHoDS Objective of this study is to evaluate diagnostic potentials of NLSresearch and identifying of NLS-graphic semiotics of lung cancer various forms. NLS-research was carried out by hardware-software system «Metatron»-4025 with «Metapathia GR Clinical» software that allows us to carry out 3D visualization of organs and histological substrates, carry out spectral-entropy analys...

Geometric Structure of Nls Evolution

We compare the Hamiltonian and Lagrangian approaches to nonlinear evolution equations presenting the nonlinear Schrödinger equation on the line as a simple concrete example. In particular we explain the least action principle and the Noether theorem in this context. The specific point of view, adapted from Souriau’s book [10], has not been applied to nonlinear evolution equations and it offers ...