TITLE:
Classical and Quantum Structures of the Wave: Modelling the Controlled, Optimised, Continuum-System
AUTHORS:
Tafireyi Nemaura
KEYWORDS:
Bounce, Quantum, Control, Option, Continuum, Structure
JOURNAL NAME:
Journal of Applied Mathematics and Physics,
Vol.10 No.3,
March
3,
2022
ABSTRACT: A projected plasma efavirenz concentration profile of a patient who had been on an orally administered 600 mg daily dose of efavirenz is used as the variable that is a directing lead. A four compartmental model of ordinary differential equations is suggested and solved numerically. This model projects descriptors associated with concentration dispersion subject to trace and bounce constraints. The stimulant-action unit is responsible for directing the bounce. A description of the cross-sectional structure of the quantum is suggested. A dynamical system with an attractive (zero eigenvalue) subspace as a structural state is derived. The structure is an intensity-effect measure. The bounce’s Jacobian Matrix has negative eigenvalues which correspond to A-action-stimulation, S-action-intensity and P-effect-stimulation and these leads govern the structure (C). The three paths, action-stimulation, action-intensity and effect-stimulation lead to the structure of an effect-intensity.