Abstract

The Schrödinger perturbation energy for an arbitrary order N of the perturbation has been presented with the aid of a circular scale of time. The method is of a recurrent character and developed for a non-degenerate quantum state. It allows one to reduce the inflation of terms necessary to calculate known from the Feynman’s diagrammatical approach to a number below that applied in the original Schrödinger perturbation Circular Scale of Time theory as a Way of Calculating the Quantum-Mechanical Perturbation Energy Given by the Schrödinger Method for potentiating the in silico discovery of molecules as efficient delivery of gene constructs through for the internalization successes in experimental therapy of muscular dystrophies.

Keywords

Quantum-Mechanical Perturbation Energy, Circular Scale of Time; Circular Scale of Time; Way of Calculating the Quantum-Mechanical Perturbation Energy Given by the Schrödinger Method for potentiating the in silico designed molecules as efficient delivery of gene constructs through for the internalization successes in experimental therapy of muscular dystrophies.