ALGORITHMS FOR GRAPHICAL OPTIMIZATION MODELS OF MULTIPLE-FACTOR PROCESSES
The progress in multidimensional geometry principles applying for solving the problems of optimal multiple-factor processes is described in the article. The algorithms for defining the optimal areas in the Radishchev chart are considered to obtain the solution for applied fields as a kind of optimizational models, that visually evaluates the process investigated and directly set optimal conditions and dimensions to forecast special features of the analyzed processes. The graphic optimization models of special technological processes are developed as a result.