Обобщенньїй метод решения комплекса задач в D-визуализации

The paper is devoted to the development of effective approaches to solving problems of the construction of visual models in the space of $E^{d}$. We propose a new paradigm of creating algorithmic environment for solving complex interrelated geometric problems - generalized parallel-recursive algorithm using a set of efficient parallel procedures of implementation. As the basis of the generalized algorithm, we took a strategy of "divide and rule which allows efficient use of parallel computing at each step. We obtained an improved efficiency of the solution as separate tasks, and their combination. In addition, we have determined estimates the time complexity for the developed procedures and have executed implementation.