Hypothetical foundations of quantum technologies on new physical principles of action have been considering since 1989. And in relation to the convalescence of nosological forms (for example, multiple sclerosis) in the format of an interdisciplinary convergence - since 2014.
Objectives:
* registration (in vitro) of the emission spectrum of a stage of oligodendrocyte differentiation for correct mRNA splicing;
* processing and saving the electromagnetic emission in crystals in the form of stable deformations of the crystal lattice;
* implementation of physiotherapy effects by specially organized electromagnetic fields; * modeling of remission or reconvalescence of morbid states.
Abstract
We consider a lattice implementation of the $\eta$-invariant, using the complex phase of the determinant of the simplified domain-wall fermion, which couples to an interpolating 5D gauge field. We clarify the relation to the effective action for chiral Ginsparg–Wilson fermions. The integrability, which holds true for anomaly-free theories in the classical continuum limit, is not assured on a lattice with finite spacing. A lattice expression for the 5D Chern–Simons term is obtained.
A lattice implementation of the η-invariant and effective action for chiral fermions on the lattice