| Abstract: | Optimizing goals for controlled population growth and development through mathematical modeling has a practical value and is of important theoretical significance. An integrated model for optimizing multiple interactive targets for population development is proposed. A wide array of user-prioritized (weighted) economic indices or factors may be incorporated into this n-tuple m-dimensional model, by which complex linear and vector space computations are solved and interpreted through conventional mathematics. Although this numerical approach toward problem solving is imperfect, when properly used, the mathematical model presented in this paper is a practical and efficient means for solving multidimensional problems. |
