ABSTRACT
First, we demonstrate the notion for an efficient resolution of combinatorial optimization under the space mapping methodology. In the course of the rectification of defects, we illustrate how optimization of space mapping is understood. We note a distinction between the resolution of the optimization issue and the solution of calculated spatial translation. We address this mismatch using defect corrections and create multiple mapping methods that are similarly efficient as the technique for spatial translation but correspond to the correct solution. We employ the repeat of the flaw rectification. Epitaxial characteristics (thicknesses, loading concentration) are selected in the optimization to reduce the heat-transfer coefficient, improve electric current, and preserve a decomposition potential of 1000V. With this issue in mind, the best approach feasible for all trade-offs must be identified. The best design of electronic components is based on the adjoining approach and the ion-selective electrodes model. By taking the electrical conductivity as the new model parameter and interpreting the Phosphatidylinositol as an equation of state for the doping profile, a partially disconnected attached system is created.
